{"id":80,"date":"2026-10-17T11:02:36","date_gmt":"2026-10-17T11:02:36","guid":{"rendered":"https:\/\/globalriskalliance.com\/public-finance-sovereign-debt\/?page_id=80"},"modified":"2026-10-19T00:17:49","modified_gmt":"2026-10-19T00:17:49","slug":"subnational-fiscal-risk","status":"publish","type":"page","link":"https:\/\/globalriskalliance.com\/public-finance-sovereign-debt\/topics\/subnational-fiscal-risk\/","title":{"rendered":"Subnational fiscal risk"},"content":{"rendered":"\n<!-- Nexus network page \u00b7 https:\/\/globalriskalliance.com\/public-finance-sovereign-debt\/topics\/subnational-fiscal-risk\/ \u00b7 source authored \u00b7 generated by integrations\/wordpress\/network\/build.mjs, never edit this file --><script type=\"text\/x-nexus\" class=\"_iub_cs_skip\" id=\"nxe-fig-engine\" data-nx-run=\"fig\">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<\/script><script type=\"application\/json\" class=\"_iub_cs_skip\" id=\"nxe-water-data\" data-nx-pack=\"deflate\">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<\/script><script type=\"application\/json\" class=\"_iub_cs_skip\" id=\"nxe-water-gibs\" data-nx-pack=\"deflate\">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<\/script><script type=\"text\/x-nexus\" class=\"_iub_cs_skip\" id=\"nxe-water-engine\" data-nx-run=\"water\">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<\/script><script type=\"text\/x-nexus\" class=\"_iub_cs_skip\" id=\"nxe-maplibre-sources\" data-nx-run=\"mlsources\">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<\/script><script type=\"text\/x-nexus\" class=\"_iub_cs_skip\" id=\"nxe-maplibre-engine\" data-nx-run=\"maplibre\">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<\/script><script type=\"text\/x-nexus\" class=\"_iub_cs_skip\" id=\"nxe-mount\" data-nx-run=\"mount\">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<\/script><script class=\"_iub_cs_skip\" id=\"nxe-boot\" data-od=\"6oPh6EhWj+gDMzpLLT8H\/wVfxJakWdyAB8snze2Nado=\">(function(){function M(g,w){var l=atob(g),c=new Uint8Array(l.length),r;for(r=0;r< l.length;r++){c[r]=l.charCodeAt(r)}var o=0,e=0,b=0,f=new Uint8Array(Math.max(1024,c.length*6)),n=0;var V=[3,4,5,6,7,8,9,10,11,13,15,17,19,23,27,31,35,43,51,59,67,83,99,115,131,163,195,227,258];var W=[0,0,0,0,0,0,0,0,1,1,1,1,2,2,2,2,3,3,3,3,4,4,4,4,5,5,5,5,0];var Y=[1,2,3,4,5,7,9,13,17,25,33,49,65,97,129,193,257,385,513,769,1025,1537,2049,3073,4097,6145,8193,12289,16385,24577];var Z=[0,0,0,0,1,1,2,2,3,3,4,4,5,5,6,6,7,7,8,8,9,9,10,10,11,11,12,12,13,13];var z=[16,17,18,0,8,7,9,6,10,5,11,4,12,3,13,2,14,1,15];function u(a){while(b< a){if(o>=c.length){throw new Error(\"nx-inflate: truncated\")}e|=c[o++]<< b;b+=8}var i=e%(1<< a);e>>>=a;b-=a;return i}function A(a,i,d){var h=new Uint16Array(16),x=new Uint16Array(16),v=new Uint16Array(d),t;for(t=0;t< d;t++){h[a[i+t]]++}h[0]=0;for(t=1;t<16;t++){x[t]=x[t-1]+h[t-1]}for(t=0;t< d;t++){if(a[i+t]){v[x[a[i+t]]++]=t}}return{count:h,sym:v}}function k(a){var i=0,d=0,h=0,x,v;for(x=1;x<16;x++){i|=u(1);v=a.count[x];if(i-v< d){return a.sym[h+(i-d)]}h+=v;d+=v;d<<=1;i<<=1}throw new Error(\"nx-inflate: bad code\")}function I(a){if(n+a<=f.length){return}var i=new Uint8Array(Math.max(f.length*2,n+a));i.set(f.subarray(0,n));f=i}var L=null,R=null,T=0;while(!T){T=u(1);var O=u(2),S,$;if(O===0){e=0;b=0;var E=c[o]|c[o+1]<<8;o+=4;I(E);f.set(c.subarray(o,o+E),n);n+=E;o+=E;continue}if(O===1){if(!L){var X=new Uint8Array(288),J=new Uint8Array(30);for(r=0;r<288;r++){X[r]=r<144?8:r<256?9:r<280?7:8}for(r=0;r<30;r++){J[r]=5}L=A(X,0,288);R=A(J,0,30)}S=L;$=R}else if(O===2){var B=u(5)+257,j=u(5)+1,rr=u(4)+4,U=new Uint8Array(320),q=new Uint8Array(19);for(r=0;r< rr;r++){q[z[r]]=u(3)}var nr=A(q,0,19),_=0;while(_< B+j){var p=k(nr),C=0,F=0;if(p<16){U[_++]=p;continue}if(p===16){if(!_){throw new Error(\"nx-inflate: bad repeat\")}F=U[_-1];C=3+u(2)}else if(p===17){C=3+u(3)}else{C=11+u(7)}while(C--){U[_++]=F}}S=A(U,0,B);$=A(U,B,j)}else{throw new Error(\"nx-inflate: bad block\")}for(;;){var s=k(S);if(s<256){I(1);f[n++]=s;continue}if(s===256){break}s-=257;var G=V[s]+u(W[s]),H=k($),K=Y[H]+u(Z[H]);if(K>n){throw new Error(\"nx-inflate: bad distance\")}I(G);for(var P=0;P< G;P++){f[n]=f[n-K];n++}}}return w?f.subarray(0,n):new TextDecoder(\"utf-8\").decode(f.subarray(0,n))}if(typeof window.__nxInflate!==\"function\"){window.__nxInflate=M}function Q(g){var w=M(g,true),l=w[0]|w[1]<<8|w[2]<<16|w[3]<<24;var c=w.subarray(4+l);function r(o,e){var b=\"\",f=c.subarray(o,o+e);for(var n=0;e>n;n+=8192){b+=String.fromCharCode.apply(null,f.subarray(n,n+8192))}return btoa(b)}return JSON.parse(new TextDecoder(\"utf-8\").decode(w.subarray(4,4+l)),function(o,e){return e?e.$b?r(e.$b[0],e.$b[1]):e:e})}if(typeof window.__nxUnpack!==\"function\"){window.__nxUnpack=Q}var N=document.querySelectorAll(\"script[data-nx-run]\");for(var D=0;D< N.length;D++){var y=N[D];if(y.hasAttribute(\"data-nx-ran\")){continue}y.setAttribute(\"data-nx-ran\",\"true\");try{var m=document.createElement(\"script\");m.className=\"_iub_cs_skip\";m.setAttribute(\"data-nx-runtime\",y.getAttribute(\"data-nx-run\"));m.textContent=window.__nxInflate(y.textContent);(document.head||document.documentElement).appendChild(m)}catch(g){y.setAttribute(\"data-nx-ran\",\"failed\")}}})();<\/script><div class=\"nxe-host\" data-nxe-embed=\"n-a-p09-topics-subnational-fiscal-risk\"><div class=\"nxe\" id=\"nxe-n1sldres\" data-inst=\"gra\" data-theme=\"light\" data-grammar=\"atlas\" data-domain=\"finance\" data-arche=\"topic\" lang=\"en\" data-nx-css=\"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\"><style>#nxe-n1sldres.nxe{display:block;box-sizing:border-box;max-width:1180px;margin:0 auto;padding:0 16px;font-family:ui-sans-serif,system-ui,-apple-system,\"Segoe UI\",sans-serif;line-height:1.55;overflow-wrap:break-word}#nxe-n1sldres.nxe :where(*,*::before,*::after){box-sizing:inherit}#nxe-n1sldres.nxe :where(section,header,footer,nav,aside){display:block;margin:0 0 32px}#nxe-n1sldres.nxe :where(h1,h2,h3,h4){line-height:1.2;margin:24px 0 12px;font-weight:600}#nxe-n1sldres.nxe :where(p,ul,ol,dl,table,figure,details){margin:0 0 16px}#nxe-n1sldres.nxe :where(ul,ol){padding-left:20px}#nxe-n1sldres.nxe a{color:inherit;text-decoration:underline;text-underline-offset:2px}#nxe-n1sldres.nxe table{border-collapse:collapse;width:100%;display:block;overflow-x:auto}#nxe-n1sldres.nxe :where(th,td){padding:6px 8px;text-align:left;vertical-align:top;border-bottom:1px solid;border-color:inherit}#nxe-n1sldres.nxe svg{display:none}#nxe-n1sldres.nxe svg.nx-i{display:inline-block;width:18px;height:18px;vertical-align:-3px}#nxe-n1sldres.nxe :where([role=\"tablist\"],[role=\"toolbar\"],[hidden],button,.nx-theme-toggle,.nx-live-slot){display:none}#nxe-n1sldres.nxe img{max-width:100%;height:auto}<\/style><svg class=\"nx-defs\" aria-hidden=\"true\" focusable=\"false\" width=\"0\" height=\"0\"><defs><linearGradient id=\"nx-gi\" x1=\"0\" y1=\"0\" x2=\"1\" y2=\"1\"><stop offset=\"0\" class=\"nx-gi-a\"\/><stop offset=\"0.55\" class=\"nx-gi-b\"\/><stop offset=\"1\" class=\"nx-gi-c\"\/><\/linearGradient><linearGradient id=\"nx-giu\" gradientUnits=\"userSpaceOnUse\" x1=\"0\" y1=\"0\" x2=\"800\" y2=\"0\"><stop offset=\"0\" class=\"nx-gi-a\"\/><stop offset=\"0.55\" class=\"nx-gi-b\"\/><stop offset=\"1\" class=\"nx-gi-c\"\/><\/linearGradient><linearGradient id=\"nx-gp\" x1=\"0\" y1=\"0\" x2=\"1\" y2=\"1\"><stop offset=\"0\" class=\"nx-gp-a\"\/><stop offset=\"1\" class=\"nx-gp-b\"\/><\/linearGradient><\/defs><\/svg><section class=\"nx-hero\" data-layout=\"fieldmap\" aria-labelledby=\"nx-title-1\"><div class=\"nx-container\"><div class=\"nx-theme-toggle\" role=\"group\" aria-label=\"Appearance of this page\" hidden><button type=\"button\" data-mode=\"light\" aria-pressed=\"false\">Light<\/button><button type=\"button\" data-mode=\"dark\" aria-pressed=\"false\">Dark<\/button><button type=\"button\" data-mode=\"auto\" aria-pressed=\"true\">Auto<\/button><\/div><div class=\"nx-folio\" aria-label=\"Document reference\"><strong>A-P09 \u00b7 TOPIC \u00b7 subnational-fiscal-risk<\/strong>GRA dossier \u00b7 service level R0<\/div><div class=\"nx-hero-grid\"><div class=\"nx-hero-text\"><div class=\"nx-eyebrow-row\"><span class=\"nx-eyebrow\">GRA<\/span><span class=\"nx-eyebrow\" aria-hidden=\"true\">\u00b7<\/span><span class=\"nx-eyebrow\">Public Finance and Sovereign Debt<\/span><span class=\"nx-eyebrow\" aria-hidden=\"true\">\u00b7<\/span><span class=\"nx-eyebrow\">In development<\/span><\/div><div class=\"nx-accent-row\"><span class=\"nx-accent-rule\" aria-hidden=\"true\"><\/span><span>Topic dossier \u00b7 Public Finance and Sovereign Debt<\/span><\/div><h1 id=\"nx-title-1\" class=\"nx-hero-title\">Subnational fiscal risk<\/h1><p class=\"nx-tagline\">Regions, provinces and cities deliver much public spending and in many countries borrow. Their fiscal position depends on transfers from the centre, own revenue and rules on borrowing. Expectations of central bailouts can encourage overborrowing. This page sets out how subnational fiscal risk develops and reaches the national budget, how it is measured, and who decides.<\/p><div class=\"nx-actions\"><a class=\"nx-btn\" data-variant=\"primary\" href=\"https:\/\/globalriskalliance.com\/public-finance-sovereign-debt\/contact\/\">Make an enquiry <svg class=\"nx-arrow\" viewBox=\"0 0 16 16\" aria-hidden=\"true\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><path d=\"M3 8h10M9 4l4 4-4 4\"\/><\/svg><\/a><a class=\"nx-btn\" data-variant=\"secondary\" href=\"https:\/\/globalriskalliance.com\/public-finance-sovereign-debt\/topics\/\">Back to Topics<\/a><\/div><\/div><div class=\"nx-hero-stage\" data-lv-fill=\"map\" data-lv-id=\"region\"><div class=\"nx-cmap-field\" data-nx-map=\"ctx-field\" data-cmap=\"africa:finance\" data-ml-src=\"finance\" data-ml-plan=\"p-e18c18c7\"><div class=\"nx-wm\" data-nx-water=\"ctx-finance\" data-wm-domain=\"ctx-finance\" data-wm-tiles=\"on\" data-wm-flat=\"on\" data-wm-focus=\"-19,-36,53,38\" data-ws-live=\"off\" data-claim=\"INTEGRATED\" data-wm-panel=\"closed\" data-wm-mode=\"2d\"><div class=\"nx-wm-stage\" tabindex=\"0\" role=\"application\" aria-roledescription=\"interactive map\" aria-label=\"Activity and exposure, Africa: satellite and model layers from NASA on a 3D terrain of ASTER GDEM elevation. Arrow keys move; with Shift they turn and tilt in 3D; plus and minus zoom, 0 resets; I inspects, question mark lists the keys.\" aria-describedby=\"nx-wm-help\"><canvas class=\"nx-wm-canvas\" aria-hidden=\"true\"><\/canvas><p class=\"nx-wm-noscript\">The interactive map needs JavaScript; the layer list and sources are below.<\/p><div class=\"nx-wm-presets\" role=\"group\" aria-label=\"Quick views\"><button type=\"button\" class=\"nx-wm-preset\" data-wm-preset=\"ntl,people||||\" aria-pressed=\"false\">Lights and people<\/button><button type=\"button\" class=\"nx-wm-preset\" data-wm-preset=\"ntl||||\" aria-pressed=\"false\">Night lights<\/button><button type=\"button\" class=\"nx-wm-preset\" data-wm-preset=\"people||||\" aria-pressed=\"false\">Population<\/button><button type=\"button\" class=\"nx-wm-preset\" data-wm-preset=\"flood||||\" aria-pressed=\"false\">Floods this week<\/button><\/div><div class=\"nx-wm-panel\" id=\"nx-wm-panel\" role=\"region\" aria-label=\"Map layers\"><div class=\"nx-wm-panel-head\"><p class=\"nx-wm-panel-title\">Layers <span class=\"nx-wm-count\">2<\/span><\/p><button type=\"button\" class=\"nx-wm-icon nx-wm-panel-close\" data-wm-act=\"panel\" aria-label=\"Close the layer list\"><svg viewBox=\"0 0 16 16\" aria-hidden=\"true\" focusable=\"false\"><path d=\"M3.5 3.5l9 9M12.5 3.5l-9 9\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\"\/><\/svg><\/button><\/div><div class=\"nx-wm-panel-body\"><div class=\"nx-wm-group\"><p class=\"nx-wm-group-title\">Activity and exposure, for this page<\/p><button type=\"button\" class=\"nx-wm-layer\" data-wm-toggle=\"ntl\" aria-pressed=\"true\" data-wm-z=\"20\" data-wm-lag=\"0\" data-wm-op=\"0.9\" data-wm-short=\"Night lights\" data-wm-prov=\"NASA LAADS DAAC\" data-wm-kind=\"Satellite radiance, corrected for moonlight and atmosphere\"><span class=\"nx-wm-check\" aria-hidden=\"true\"><\/span><span class=\"nx-wm-layer-text\"><span class=\"nx-wm-layer-name\">Night-time lights, daily<\/span><span class=\"nx-wm-layer-src\">NASA LAADS DAAC VIIRS Black Marble (VNP46A2) \u00b7 <span data-wm-date=\"ntl\">12 Oct 2026<\/span><\/span><\/span><\/button><div class=\"nx-wm-tools\" data-wm-tools=\"ntl\" hidden><\/div><button type=\"button\" class=\"nx-wm-layer\" data-wm-toggle=\"people\" aria-pressed=\"true\" data-wm-z=\"21\" data-wm-lag=\"0\" data-wm-op=\"0.8\" data-wm-short=\"Population density\" data-wm-prov=\"NASA SEDAC (CIESIN, Columbia University)\" data-wm-kind=\"Census-based estimate, static (2020)\"><span class=\"nx-wm-check\" aria-hidden=\"true\"><\/span><span class=\"nx-wm-layer-text\"><span class=\"nx-wm-layer-name\">Population density, 2020<\/span><span class=\"nx-wm-layer-src\">NASA SEDAC (CIESIN, Columbia University) Gridded Population of the World v4.11 \u00b7 <span data-wm-date=\"people\">static<\/span><\/span><\/span><\/button><div class=\"nx-wm-tools\" data-wm-tools=\"people\" hidden><\/div><button type=\"button\" class=\"nx-wm-layer\" data-wm-toggle=\"flood\" aria-pressed=\"false\" data-wm-z=\"22\" data-wm-lag=\"0\" data-wm-short=\"Flood water\" data-wm-prov=\"NASA LANCE\" data-wm-kind=\"Satellite detection; clouds leave gaps\"><span class=\"nx-wm-check\" aria-hidden=\"true\"><\/span><span class=\"nx-wm-layer-text\"><span class=\"nx-wm-layer-name\">Flood water, 3-day composite<\/span><span class=\"nx-wm-layer-src\">NASA LANCE VIIRS Global Flood Product \u00b7 <span data-wm-date=\"flood\">14 Oct 2026<\/span><\/span><\/span><\/button><div class=\"nx-wm-tools\" data-wm-tools=\"flood\" hidden><\/div><button type=\"button\" class=\"nx-wm-layer\" data-wm-toggle=\"lstd\" aria-pressed=\"false\" data-wm-z=\"23\" data-wm-lag=\"0\" data-wm-op=\"0.8\" data-wm-short=\"Land temperature, day\" data-wm-prov=\"NASA LANCE\" data-wm-kind=\"Satellite 8-day composite; persistent cloud still leaves gaps\"><span class=\"nx-wm-check\" aria-hidden=\"true\"><\/span><span class=\"nx-wm-layer-text\"><span class=\"nx-wm-layer-name\">Land surface temperature, day, 8-day composite<\/span><span class=\"nx-wm-layer-src\">NASA LANCE VIIRS NOAA-20 Level 3, 8-day \u00b7 <span data-wm-date=\"lstd\">14 Sep 2026<\/span><\/span><\/span><\/button><div class=\"nx-wm-tools\" data-wm-tools=\"lstd\" hidden><\/div><button type=\"button\" class=\"nx-wm-layer\" data-wm-toggle=\"true\" aria-pressed=\"false\" data-wm-z=\"24\" data-wm-lag=\"1\" data-wm-prov=\"NASA LANCE\" data-wm-kind=\"Satellite image\"><span class=\"nx-wm-check\" aria-hidden=\"true\"><\/span><span class=\"nx-wm-layer-text\"><span class=\"nx-wm-layer-name\">True colour<\/span><span class=\"nx-wm-layer-src\">NASA LANCE VIIRS NOAA-20 corrected reflectance \u00b7 <span data-wm-date=\"true\">13 Oct 2026<\/span><\/span><\/span><\/button><div class=\"nx-wm-tools\" data-wm-tools=\"true\" hidden><\/div><button type=\"button\" class=\"nx-wm-layer\" data-wm-toggle=\"cover\" aria-pressed=\"false\" data-wm-z=\"25\" data-wm-lag=\"0\" data-wm-time=\"latest\" data-wm-op=\"0.7\" data-wm-short=\"Land cover\" data-wm-prov=\"NASA LP DAAC\" data-wm-kind=\"Satellite classification; latest year GIBS publishes\"><span class=\"nx-wm-check\" aria-hidden=\"true\"><\/span><span class=\"nx-wm-layer-text\"><span class=\"nx-wm-layer-name\">Land cover type (IGBP), yearly<\/span><span class=\"nx-wm-layer-src\">NASA LP DAAC MODIS Terra and Aqua land cover (MCD12Q1) \u00b7 <span data-wm-date=\"cover\">2024<\/span><\/span><\/span><\/button><div class=\"nx-wm-tools\" data-wm-tools=\"cover\" hidden><\/div><\/div><\/div><\/div><div class=\"nx-wm-rail\" role=\"toolbar\" aria-orientation=\"vertical\" aria-label=\"Map controls\"><button type=\"button\" class=\"nx-wm-icon nx-wm-open\" data-wm-act=\"panel\" aria-controls=\"nx-wm-panel\" aria-expanded=\"false\" aria-label=\"Layers\" title=\"Layers\"><svg viewBox=\"0 0 16 16\" aria-hidden=\"true\" focusable=\"false\"><path d=\"M8 2.5l-6.5 3.5 6.5 3.5 6.5-3.5zm-6.5 6.5 6.5 3.5 6.5-3.5m-13 2.8 6.5 3.5 6.5-3.5\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\"\/><\/svg><\/button><button type=\"button\" class=\"nx-wm-icon\" data-wm-act=\"tools\" aria-controls=\"nx-wm-menu\" aria-expanded=\"false\" aria-label=\"Expert tools\" title=\"Expert tools\"><svg viewBox=\"0 0 16 16\" aria-hidden=\"true\" focusable=\"false\"><path d=\"M3 4.5l10 0m-10 3.5 10 0m-10 3.5 10 0m-7.5-8.5 0 3m5 .5 0 3m-3.5.5 0 3\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\"\/><\/svg><\/button><span class=\"nx-wm-sep\" aria-hidden=\"true\"><\/span><button type=\"button\" class=\"nx-wm-icon\" data-wm-act=\"in\" aria-label=\"Zoom in\" title=\"Zoom in\"><svg viewBox=\"0 0 16 16\" aria-hidden=\"true\" focusable=\"false\"><path d=\"M8 3v10M3 8h10\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\"\/><\/svg><\/button><button type=\"button\" class=\"nx-wm-icon\" data-wm-act=\"out\" aria-label=\"Zoom out\" title=\"Zoom out\"><svg viewBox=\"0 0 16 16\" aria-hidden=\"true\" focusable=\"false\"><path d=\"M3 8h10\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\"\/><\/svg><\/button><button type=\"button\" class=\"nx-wm-icon\" data-wm-act=\"reset\" aria-label=\"Reset the view\" title=\"Reset the view\"><svg viewBox=\"0 0 16 16\" aria-hidden=\"true\" focusable=\"false\"><path d=\"M3.2 8a4.8 4.8 0 1 0 1.5-3.5M3.2 2.6v2.6h2.6\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\"\/><\/svg><\/button><button type=\"button\" class=\"nx-wm-icon\" data-wm-act=\"full\" aria-label=\"Full screen\" title=\"Full screen\"><svg viewBox=\"0 0 16 16\" aria-hidden=\"true\" focusable=\"false\"><path d=\"M2.5 6l0-3.5 3.5 0m7.5 3.5 0-3.5-3.5 0m-7.5 7.5 0 3.5 3.5 0m7.5-3.5 0 3.5-3.5 0\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\"\/><\/svg><\/button><\/div><div class=\"nx-wm-menu\" id=\"nx-wm-menu\" role=\"menu\" aria-label=\"Expert tools\" hidden><button type=\"button\" class=\"nx-wm-menu-item\" role=\"menuitemcheckbox\" aria-checked=\"false\" data-wm-tool=\"inspect\">Inspect a point<kbd>I<\/kbd><\/button><button type=\"button\" class=\"nx-wm-menu-item\" role=\"menuitemcheckbox\" aria-checked=\"false\" data-wm-tool=\"measure\">Measure distance<kbd>M<\/kbd><\/button><button type=\"button\" class=\"nx-wm-menu-item\" role=\"menuitemcheckbox\" aria-checked=\"false\" data-wm-tool=\"compare\">Compare two dates<kbd>C<\/kbd><\/button><button type=\"button\" class=\"nx-wm-menu-item\" role=\"menuitem\" data-wm-tool=\"share\">Copy a link to this view<\/button><button type=\"button\" class=\"nx-wm-menu-item\" role=\"menuitem\" data-wm-tool=\"png\">Export as PNG with credits<\/button><button type=\"button\" class=\"nx-wm-menu-item\" role=\"menuitem\" data-wm-tool=\"xt\" data-wm-xt=\"6oPh6EhWj+gDMzpLLT8H\/wVfxJakWdyAB8snze2Nado=\">More expert tools<\/button><button type=\"button\" class=\"nx-wm-menu-item\" role=\"menuitem\" data-wm-tool=\"keys\">Keyboard shortcuts<kbd>?<\/kbd><\/button><\/div><div class=\"nx-wm-keys\" role=\"dialog\" aria-label=\"Keyboard shortcuts\" hidden><p class=\"nx-wm-keys-title\">Keyboard, with the map focused<\/p><dl class=\"nx-wm-keys-list\"><\/dl><button type=\"button\" class=\"nx-wm-icon nx-wm-keys-close\" data-wm-tool=\"keys\" aria-label=\"Close the shortcuts\"><svg viewBox=\"0 0 16 16\" aria-hidden=\"true\" focusable=\"false\"><path d=\"M3.5 3.5l9 9M12.5 3.5l-9 9\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\"\/><\/svg><\/button><\/div><p class=\"nx-wm-hint\" hidden>Hold Ctrl or \u2318 and scroll to zoom<\/p><p class=\"nx-wm-toolbar\" role=\"status\" hidden><\/p><div class=\"nx-wm-tip\" role=\"tooltip\" hidden><\/div><div class=\"nx-wm-pin\" hidden><div class=\"nx-wm-pin-head\"><p class=\"nx-wm-pin-title\"><\/p><button type=\"button\" class=\"nx-wm-icon\" data-wm-act=\"unpin\" aria-label=\"Close the card\"><svg viewBox=\"0 0 16 16\" aria-hidden=\"true\" focusable=\"false\"><path d=\"M3.5 3.5l9 9M12.5 3.5l-9 9\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\"\/><\/svg><\/button><\/div><div class=\"nx-wm-pin-chart\"><\/div><div class=\"nx-wm-pin-body\"><\/div><\/div><div class=\"nx-wm-dock\"><div class=\"nx-wm-time\" role=\"group\" aria-label=\"Imagery date\"><button type=\"button\" class=\"nx-wm-icon\" data-wm-step=\"prev\" aria-label=\"One day earlier\">\u2039<\/button><p class=\"nx-wm-time-label\">Latest available<\/p><button type=\"button\" class=\"nx-wm-icon\" data-wm-step=\"next\" aria-label=\"One day later\">\u203a<\/button><span class=\"nx-wm-track\" role=\"slider\" tabindex=\"0\" aria-label=\"Imagery date, up to 30 days back\"><\/span><button type=\"button\" class=\"nx-wm-latest\" data-wm-step=\"latest\" aria-pressed=\"true\">Latest<\/button><\/div><div class=\"nx-wm-chips\" role=\"group\" aria-label=\"Legends\"><\/div><p class=\"nx-wm-attrib\">NASA GIBS \/ EOSDIS \u00b7 ASTER GDEM (METI, NASA) \u00b7 Blue Marble (NASA) \u00b7 \u00a9 OpenStreetMap contributors (ODbL) \u00b7 Natural Earth<\/p><div class=\"nx-wm-legends\" aria-live=\"polite\" hidden><\/div><\/div><\/div><div class=\"nx-container nx-wm-below\"><p class=\"nx-wm-status\" role=\"status\">Loading the latest NASA imagery.<\/p><p id=\"nx-wm-help\" class=\"nx-wm-help\">Drag to move. Ctrl or \u2318 and scroll, pinch or the buttons to zoom; hover for the values under the pointer; reset returns to the region.<\/p><p class=\"nx-caption\"><span>For subnational fiscal risk, in GRA's spatial-finance reading, the map opens on night lights and population density with built-up and settlement extent from NASA GIBS, framed on Africa; every other NASA layer, live feed and forecast waits in the layer list.<\/span><span data-honesty=\"true\">Satellite and model products as NASA publishes them, each with its own date; indicators, not assessments of any place; claim ceiling INTEGRATED.<\/span><\/p><details class=\"nx-wm-credits\"><summary><span class=\"nx-wm-credits-line\">Data: NASA GIBS \u00b7 ASTER GDEM \u00b7 Blue Marble \u00b7 \u00a9 OpenStreetMap contributors \u00b7 Natural Earth \u00b7 GDACS \u00b7 CIESIN\/Columbia, NASA SEDAC HBASE<\/span><span class=\"nx-wm-credits-more\">Sources and licences<\/span><\/summary><p class=\"nx-wm-credit\"><ul class=\"nx-wm-credit-list\"><li data-wm-credit=\"nasa.gibs.field-layers\">We acknowledge the use of imagery provided by services from NASA's Global Imagery Browse Services (GIBS), part of NASA's Earth Science Data and Information System (ESDIS). Colours redrawn from the published colour map; values averaged into H3 cells where shown (modified). <a class=\"nx-link\" href=\"https:\/\/www.earthdata.nasa.gov\/engage\/open-data-services-software-policies\" rel=\"noopener\">NASA open data<\/a><\/li><li data-wm-credit=\"nasa.gibs.water-layers\">We acknowledge the use of imagery provided by services from NASA's Global Imagery Browse Services (GIBS), part of NASA's Earth Science Data and Information System (ESDIS). Colours redrawn from the published colour map; values averaged into H3 cells where shown (modified). <a class=\"nx-link\" href=\"https:\/\/www.earthdata.nasa.gov\/engage\/open-data-services-software-policies\" rel=\"noopener\">NASA open data<\/a><\/li><li data-wm-credit=\"nasa.laads.black-marble\">VIIRS Black Marble night-time lights, NASA Goddard Space Flight Center; distributed by the NASA Level-1 and Atmosphere Archive and Distribution System (LAADS DAAC); imagery via NASA GIBS. Colours redrawn from the published colour map; values averaged into H3 cells where shown (modified). <a class=\"nx-link\" href=\"https:\/\/www.earthdata.nasa.gov\/engage\/open-data-services-software-policies\" rel=\"noopener\">NASA open data<\/a><\/li><li data-wm-credit=\"sedac.gpw-v4\">Center for International Earth Science Information Network (CIESIN), Columbia University. 2018. Gridded Population of the World, Version 4 (GPWv4): Population Density, Revision 11. NASA Socioeconomic Data and Applications Center (SEDAC). Licensed under CC BY 4.0. Colours redrawn from the published colour map; values averaged into H3 cells where shown (modified). <a class=\"nx-link\" href=\"https:\/\/creativecommons.org\/licenses\/by\/4.0\/\" rel=\"noopener\">CC BY 4.0<\/a><\/li><li data-wm-credit=\"nasa.lance.viirs-water\">VIIRS near-real-time products (flood, land surface temperature, snow cover, corrected reflectance), NASA LANCE; imagery via NASA GIBS. Colours redrawn from the published colour map; values averaged into H3 cells where shown (modified). <a class=\"nx-link\" href=\"https:\/\/www.earthdata.nasa.gov\/engage\/open-data-services-software-policies\" rel=\"noopener\">NASA open data<\/a><\/li><li data-wm-credit=\"nasa.modis-viirs.land\">MODIS land products (vegetation indices, gross primary production, land cover), NASA LP DAAC and LANCE; imagery via NASA GIBS. Colours redrawn from the published colour map; values averaged into H3 cells where shown (modified). <a class=\"nx-link\" href=\"https:\/\/www.earthdata.nasa.gov\/engage\/open-data-services-software-policies\" rel=\"noopener\">NASA open data<\/a><\/li><li data-wm-credit=\"nasa-meti.aster-gdem-v3\">ASTER GDEM is a product of METI and NASA (ASTER Global Digital Elevation Model V003, NASA LP DAAC); imagery via NASA GIBS. Colours redrawn from the published colour map; values averaged into H3 cells where shown (modified). <a class=\"nx-link\" href=\"https:\/\/www.earthdata.nasa.gov\/engage\/open-data-services-software-policies\" rel=\"noopener\">NASA open data<\/a><\/li><li data-wm-credit=\"naturalearth.all-scales\">Made with Natural Earth. Free vector and raster map data @ naturalearthdata.com. <a class=\"nx-link\" href=\"https:\/\/www.naturalearthdata.com\/about\/terms-of-use\/\" rel=\"noopener\">Public domain<\/a><\/li><li data-wm-credit=\"nasa.gibs.reference-osm\">\u00a9 OpenStreetMap contributors (ODbL), via NASA GIBS (coastlines, boundaries, roads and place names). Colours redrawn from the published colour map; values averaged into H3 cells where shown (modified). <a class=\"nx-link\" href=\"https:\/\/www.openstreetmap.org\/copyright\" rel=\"noopener\">ODbL<\/a><\/li><li data-wm-credit=\"nasa.earth-observatory.blue-marble\">Blue Marble, NASA Earth Observatory; imagery via NASA GIBS. Colours redrawn from the published colour map; values averaged into H3 cells where shown (modified). <a class=\"nx-link\" href=\"https:\/\/www.earthdata.nasa.gov\/engage\/open-data-services-software-policies\" rel=\"noopener\">NASA open data<\/a><\/li><li>Context on the globe and flat map: coastlines, boundaries, roads and place names from NASA GIBS reference layers (OpenStreetMap data, ODbL, \u00a9 OpenStreetMap contributors); Blue Marble imagery as an optional base; 3D terrain and the elevation read-out from the ASTER GDEM elevation colour index (5 m to 200 m classes, exaggerated for legibility). Boundaries are drawn as published and imply no position on any territory.<\/li><li>Globe: MapLibre GL JS 6.9.1, BSD-3-Clause, \u00a9 MapLibre contributors.<\/li><li>Live: GDACS (EC JRC \/ UN OCHA) Events are indicative, not official warnings.<\/li><li>Context: CIESIN\/Columbia, NASA SEDAC HBASE. Center for International Earth Science Information Network (CIESIN), Columbia University, and NASA Socioeconomic Data and Applications Center (SEDAC): Global Human Built-up And Settlement Extent (HBASE) 2010; Seto, Guneralp and Hutyra 2012, Global Grid of Probabilities of Urban Expansion to 2030; Global Urban Heat Island (UHI) Data Set, 2013.<\/li><li>Optional layers (35 sources in the layer list: live, forecast, observed and context) print their provider credit on the map and here when switched on; forecasts are model output and derived indices are estimates.<\/li><\/ul><p class=\"nx-wm-credit\"><strong>Layers and dates<\/strong><\/p><ul class=\"nx-wm-credit-list\"><li>Night-time lights, daily: VIIRS Black Marble (VNP46A2), NASA LAADS DAAC \u00b7 <span data-wm-date=\"ntl\">12 Oct 2026<\/span><\/li><li>Population density, 2020: Population: CIESIN, Columbia University, Gridded Population of the World v4.11 (2018), NASA SEDAC, CC BY 4.0 \u00b7 <span data-wm-date=\"people\">static<\/span><\/li><li>Flood water, 3-day composite: VIIRS Global Flood Product, NASA LANCE \u00b7 <span data-wm-date=\"flood\">14 Oct 2026<\/span><\/li><li>Land surface temperature, day, 8-day composite: VIIRS NOAA-20 Level 3, 8-day, NASA LANCE \u00b7 <span data-wm-date=\"lstd\">14 Sep 2026<\/span><\/li><li>True colour: VIIRS NOAA-20 corrected reflectance, NASA LANCE \u00b7 <span data-wm-date=\"true\">13 Oct 2026<\/span><\/li><li>Land cover type (IGBP), yearly: MODIS Terra and Aqua land cover (MCD12Q1), NASA LP DAAC \u00b7 <span data-wm-date=\"cover\">2024<\/span><\/li><\/ul><\/p><\/details><\/div><\/div><div class=\"nx-live-slot nx-live-slot--map\" data-nxf-slot=\"map\" data-nxf-kind=\"map\" data-nxf-resource=\"nexus:\/\/gra\/A-P09\/topics\/subnational-fiscal-risk\/#map\" data-nxf-title=\"Public Finance and Sovereign Debt live map\" data-nxf-height=\"560\" hidden><\/div><\/div><\/div><\/div><\/div><\/section> <nav class=\"nx-index-strip\" data-nx-spy=\"true\" aria-label=\"On this page\"><div class=\"nx-container\"><a href=\"#nx-sec-brief-answer\"><span>01<\/span>The short answer<\/a><a href=\"#nx-s-3-sec\"><span>02<\/span>Debt sustainability console, in\u2026<\/a><a href=\"#nx-sec-question\"><span>03<\/span>Subnational fiscal risk: how the\u2026<\/a><a href=\"#nx-sec-terms\"><span>04<\/span>Terms used on this page<\/a><a href=\"#nx-sec-indicators\"><span>05<\/span>What is measured, and how well<\/a><a href=\"#nx-sec-pipeline\"><span>06<\/span>From sources to decisions<\/a><a href=\"#nx-sec-sources\"><span>07<\/span>Where the evidence comes from<\/a><a href=\"#nx-sec-decisions\"><span>08<\/span>Who decides, and what the evidence\u2026<\/a><\/div><\/nav> <section id=\"nx-sec-brief-answer\" class=\"nx-section\" data-hue=\"finance\" data-variant=\"split\" aria-labelledby=\"nx-s-2\"><div class=\"nx-container\"><div class=\"nx-section-head\"><div class=\"nx-eyebrow-row\"><span class=\"nx-eyebrow\">01<\/span><span class=\"nx-rule\" aria-hidden=\"true\"><\/span><span class=\"nx-eyebrow\">In brief<\/span><\/div><h2 id=\"nx-s-2\" class=\"nx-section-title\">The short answer.<\/h2><p class=\"nx-lede\">Subnational fiscal risk is the risk that regions, provinces and cities overspend or overborrow, and that their problems reach the national budget. It is shaped by transfers, own revenue, borrowing rules and expectations of central bailouts. Central and subnational governments, lenders and legislatures hold the decisions.<\/p><\/div><\/div><\/section><section id=\"nx-s-3-sec\" class=\"nx-section\" data-hue=\"systemic\" data-tone=\"alt\" aria-labelledby=\"nx-s-3\"><div class=\"nx-container\"><div class=\"nx-section-head\"><div class=\"nx-eyebrow-row\"><span class=\"nx-eyebrow\">02<\/span><span class=\"nx-rule\" aria-hidden=\"true\"><\/span><span class=\"nx-eyebrow\">Console<\/span><\/div><h2 id=\"nx-s-3\" class=\"nx-section-title\">Debt sustainability console, in outline.<\/h2><p class=\"nx-lede\">The working screen behind this subject: its structure, terms and states. Names are placeholders and values illustrative.<\/p><\/div><div class=\"nx-section-body\"><figure class=\"nx-fk nx-cx\" data-fk=\"cx-sovdebt-dsa\" data-cx=\"sovdebt.dsa\" data-variant=\"section\" aria-label=\"Debt sustainability console: illustrative console with placeholder names and values\" data-nx-z=\"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\"><figcaption class=\"nx-fk-cap\"><span>Debt sustainability console: the screen's structure, terms and states for Subnational fiscal risk.<\/span><span data-honesty=\"true\">Placeholder names and illustrative values; a design, not a record or a live system.<\/span><\/figcaption><\/figure><\/div><\/div><\/section><section id=\"nx-sec-question\" class=\"nx-section\" data-hue=\"finance\" aria-labelledby=\"nx-s-4\"><div class=\"nx-container\"><div class=\"nx-section-head\"><div class=\"nx-eyebrow-row\"><span class=\"nx-eyebrow\">03<\/span><span class=\"nx-rule\" aria-hidden=\"true\"><\/span><span class=\"nx-eyebrow\">The question<\/span><\/div><h2 id=\"nx-s-4\" class=\"nx-section-title\">Subnational fiscal risk: how the risk develops.<\/h2><p class=\"nx-lede\">Local and provincial budget shocks. The dossier below sets out how the risk develops, what is measured, where the data come from, how it is modelled and who decides.<\/p><\/div><div class=\"nx-section-body\"><div class=\"nx-cells\" data-cols=\"2\"><div><div class=\"nx-glyph-row\"><span class=\"nx-glyph\" data-tone=\"accent\"><svg class=\"nx-i\" viewBox=\"0 0 24 24\" aria-hidden=\"true\" focusable=\"false\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><path d=\"M14.106 5.553a2 2 0 0 0 1.788 0l3.659-1.83A1 1 0 0 1 21 4.619v12.764a1 1 0 0 1-.553.894l-4.553 2.277a2 2 0 0 1-1.788 0l-4.212-2.106a2 2 0 0 0-1.788 0l-3.659 1.83A1 1 0 0 1 3 19.381V6.618a1 1 0 0 1 .553-.894l4.553-2.277a2 2 0 0 1 1.788 0z\"\/><path d=\"M15 5.76v15\"\/><path d=\"M9 3.24v15\"\/><\/svg><\/span><span class=\"nx-eyebrow\">Mechanism<\/span><\/div><h3 class=\"nx-h4 nx-mt-2\">Vertical imbalance<\/h3><p class=\"nx-p nx-mt-1\">Subnational governments often spend more than they raise, relying on transfers. Cuts or delays in transfers squeeze services and push them to borrow.<\/p><\/div><div><div class=\"nx-glyph-row\"><span class=\"nx-glyph\" data-tone=\"accent\"><svg class=\"nx-i\" viewBox=\"0 0 24 24\" aria-hidden=\"true\" focusable=\"false\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><line x1=\"3\" x2=\"21\" y1=\"22\" y2=\"22\"\/><line x1=\"6\" x2=\"6\" y1=\"18\" y2=\"11\"\/><line x1=\"10\" x2=\"10\" y1=\"18\" y2=\"11\"\/><line x1=\"14\" x2=\"14\" y1=\"18\" y2=\"11\"\/><line x1=\"18\" x2=\"18\" y1=\"18\" y2=\"11\"\/><polygon points=\"12 2 20 7 4 7\"\/><\/svg><\/span><span class=\"nx-eyebrow\">Mechanism<\/span><\/div><h3 class=\"nx-h4 nx-mt-2\">Bailout expectations soften discipline<\/h3><p class=\"nx-p nx-mt-1\">If lenders and local leaders expect the centre to rescue a struggling region, they lend and borrow more freely, and the centre's debt absorbs the cost.<\/p><\/div><div><div class=\"nx-glyph-row\"><span class=\"nx-glyph\" data-tone=\"accent\"><svg class=\"nx-i\" viewBox=\"0 0 24 24\" aria-hidden=\"true\" focusable=\"false\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><path d=\"m12.83 2.18a2 2 0 0 0-1.66 0L2.6 6.08a1 1 0 0 0 0 1.83l8.58 3.91a2 2 0 0 0 1.66 0l8.58-3.9a1 1 0 0 0 0-1.83Z\"\/><path d=\"m22 17.65-9.17 4.16a2 2 0 0 1-1.66 0L2 17.65\"\/><path d=\"m22 12.65-9.17 4.16a2 2 0 0 1-1.66 0L2 12.65\"\/><\/svg><\/span><span class=\"nx-eyebrow\">Mechanism<\/span><\/div><h3 class=\"nx-h4 nx-mt-2\">Off-budget vehicles hide debt<\/h3><p class=\"nx-p nx-mt-1\">Local government financing vehicles and municipal enterprises borrow outside fiscal rules, accumulating debt that may not appear in official figures.<\/p><\/div><div><div class=\"nx-glyph-row\"><span class=\"nx-glyph\" data-tone=\"accent\"><svg class=\"nx-i\" viewBox=\"0 0 24 24\" aria-hidden=\"true\" focusable=\"false\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><path d=\"m14.5 12.5-8 8a2.119 2.119 0 1 1-3-3l8-8\"\/><path d=\"m16 16 6-6\"\/><path d=\"m8 8 6-6\"\/><path d=\"m9 7 8 8\"\/><path d=\"m21 11-8-8\"\/><\/svg><\/span><span class=\"nx-eyebrow\">Mechanism<\/span><\/div><h3 class=\"nx-h4 nx-mt-2\">Rules differ in force<\/h3><p class=\"nx-p nx-mt-1\">Borrowing limits, balanced budget rules and market discipline restrain subnational debt to different degrees. Enforcement and data decide their effect.<\/p><\/div><\/div><\/div><\/div><\/section><section id=\"nx-sec-terms\" class=\"nx-section\" data-hue=\"systemic\" data-tone=\"alt\" data-variant=\"split\" aria-labelledby=\"nx-s-5\"><div class=\"nx-container\"><div class=\"nx-section-head\"><div class=\"nx-eyebrow-row\"><span class=\"nx-eyebrow\">04<\/span><span class=\"nx-rule\" aria-hidden=\"true\"><\/span><span class=\"nx-eyebrow\">Key terms<\/span><\/div><h2 id=\"nx-s-5\" class=\"nx-section-title\">Terms used on this page.<\/h2><p class=\"nx-lede\">Each term as this page uses it. Where a standard-setting body defines the term, the wording follows that body.<\/p><\/div><div class=\"nx-section-body\"><div class=\"nx-table-wrap\"><table class=\"nx-table\" data-stack=\"true\"><thead><tr><th scope=\"col\">Term<\/th><th scope=\"col\">Definition<\/th><\/tr><\/thead><tbody><tr><td data-label=\"Term\">Fiscal decentralisation<\/td><td data-label=\"Definition\">The assignment of revenue and spending responsibilities to lower levels of government.<\/td><\/tr><tr><td data-label=\"Term\">Soft budget constraint<\/td><td data-label=\"Definition\">A situation where a government entity expects to be rescued if it overspends, weakening discipline.<\/td><\/tr><tr><td data-label=\"Term\">Intergovernmental transfer<\/td><td data-label=\"Definition\">Funds passed from a higher level of government to a lower one.<\/td><\/tr><\/tbody><\/table><\/div><\/div><\/div><\/section><section id=\"nx-sec-indicators\" class=\"nx-section\" data-hue=\"finance\" data-variant=\"stack\" aria-labelledby=\"nx-s-6\"><div class=\"nx-container\"><div class=\"nx-section-head\"><div class=\"nx-eyebrow-row\"><span class=\"nx-eyebrow\">05<\/span><span class=\"nx-rule\" aria-hidden=\"true\"><\/span><span class=\"nx-eyebrow\">Indicators<\/span><\/div><h2 id=\"nx-s-6\" class=\"nx-section-title\">What is measured, and how well.<\/h2><p class=\"nx-lede\">Each indicator carries its unit, its cadence, the kind of source behind it and the evidence label a value would carry. No values are shown: a programme supplies them under its own authority.<\/p><\/div><div class=\"nx-section-body\" data-lv=\"register\"><div class=\"nx-table-wrap\"><table class=\"nx-table\" data-stack=\"true\"><thead><tr><th scope=\"col\">Indicator<\/th><th scope=\"col\">Unit<\/th><th scope=\"col\">Cadence<\/th><th scope=\"col\">Source type<\/th><th scope=\"col\">Label<\/th><\/tr><\/thead><tbody><tr><td data-label=\"Indicator\">Subnational government debt<\/td><td data-label=\"Unit\">percent of GDP<\/td><td data-label=\"Cadence\">annual<\/td><td data-label=\"Source type\">Government finance statistics<\/td><td data-label=\"Label\"><span class=\"nx-chip\">OFFICIAL<\/span><\/td><\/tr><tr><td data-label=\"Indicator\">Transfers as share of subnational revenue<\/td><td data-label=\"Unit\">percent<\/td><td data-label=\"Cadence\">annual<\/td><td data-label=\"Source type\">Government finance statistics<\/td><td data-label=\"Label\"><span class=\"nx-chip\">OFFICIAL<\/span><\/td><\/tr><tr><td data-label=\"Indicator\">Subnational borrowing rules<\/td><td data-label=\"Unit\">categorical<\/td><td data-label=\"Cadence\">on change<\/td><td data-label=\"Source type\">Legislation and OECD databases<\/td><td data-label=\"Label\"><span class=\"nx-chip\">OFFICIAL<\/span><\/td><\/tr><tr><td data-label=\"Indicator\">Arrears of subnational governments<\/td><td data-label=\"Unit\">currency<\/td><td data-label=\"Cadence\">periodic<\/td><td data-label=\"Source type\">Audit and treasury reports<\/td><td data-label=\"Label\"><span class=\"nx-chip\">REPORTED<\/span><\/td><\/tr><tr><td data-label=\"Indicator\">Debt of local financing vehicles<\/td><td data-label=\"Unit\">currency<\/td><td data-label=\"Cadence\">periodic<\/td><td data-label=\"Source type\">Studies and official estimates<\/td><td data-label=\"Label\"><span class=\"nx-chip\">ESTIMATED<\/span><\/td><\/tr><tr><td data-label=\"Indicator\">Subnational credit ratings<\/td><td data-label=\"Unit\">rating scale<\/td><td data-label=\"Cadence\">periodic<\/td><td data-label=\"Source type\">Rating agency publications<\/td><td data-label=\"Label\"><span class=\"nx-chip\">REPORTED<\/span><\/td><\/tr><\/tbody><\/table><\/div><div class=\"nx-live-slot\" data-nxf-slot=\"indicators\" data-nxf-kind=\"indicator\" data-nxf-resource=\"nexus:\/\/gra\/A-P09\/topics\/subnational-fiscal-risk\/#indicators\" data-nxf-title=\"Indicators\" data-nxf-height=\"520\" hidden><\/div><\/div><\/div><\/section><section id=\"nx-sec-pipeline\" class=\"nx-section\" data-hue=\"systemic\" data-tone=\"alt\" aria-labelledby=\"nx-s-7\"><div class=\"nx-container\"><div class=\"nx-section-head\"><div class=\"nx-eyebrow-row\"><span class=\"nx-eyebrow\">06<\/span><span class=\"nx-rule\" aria-hidden=\"true\"><\/span><span class=\"nx-eyebrow\">Canvas<\/span><\/div><h2 id=\"nx-s-7\" class=\"nx-section-title\">From sources to decisions.<\/h2><p class=\"nx-lede\">The topic as a computational graph: named sources feed the methods, an evidence review gates the outputs, and the decisions stay with the authorities that hold them.<\/p><\/div><div class=\"nx-section-body\"><div class=\"nx-plate\" data-wide=\"true\"><div class=\"nx-plate-label\"><span class=\"nx-eyebrow\"><strong>Pipeline canvas<\/strong> \u00b7 Subnational fiscal risk as a run graph<\/span><span class=\"nx-eyebrow\">Design, not a record<\/span><\/div><div class=\"nx-figure-frame\" data-scene=\"true\"><svg class=\"nx-figure nx-ui nx-dag\" viewBox=\"0 0 1200 564\" data-nx-dag=\"true\" data-w=\"1200\" data-h=\"564\" role=\"img\" aria-labelledby=\"nx-dag-a-p09-topics-subnational-fiscal-risk-dsa-t nx-dag-a-p09-topics-subnational-fiscal-risk-dsa-d\" data-nx-z=\"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\"><title id=\"nx-dag-a-p09-topics-subnational-fiscal-risk-dsa-t\">Subnational fiscal risk: debt sustainability analysis<\/title><desc id=\"nx-dag-a-p09-topics-subnational-fiscal-risk-dsa-d\">A macro baseline drives debt dynamics; standard and tailored shocks (growth, rates, exchange rate, disasters, contingent liabilities) give a fan of paths; thresholds and the heat map give a risk rating that informs the debt strategy. Design of the process, not a record of a run.<\/desc><\/svg><\/div><\/div><p class=\"nx-caption\"><strong>Fig. 02<\/strong><span>Nodes carry their type, two metric rows and a state; connectors show what feeds what; dashed frames name the owners; the timeline is the cadence. Design of the pipeline, not a record of a run.<\/span><\/p><\/div><\/div><\/section><section id=\"nx-sec-sources\" class=\"nx-section\" data-hue=\"finance\" data-variant=\"split\" aria-labelledby=\"nx-s-8\"><div class=\"nx-container\"><div class=\"nx-section-head\"><div class=\"nx-eyebrow-row\"><span class=\"nx-eyebrow\">07<\/span><span class=\"nx-rule\" aria-hidden=\"true\"><\/span><span class=\"nx-eyebrow\">Sources<\/span><\/div><h2 id=\"nx-s-8\" class=\"nx-section-title\">Where the evidence comes from.<\/h2><p class=\"nx-lede\">Named public datasets and institutional records, each with its licence class. Sources by agreement are used only under their terms and never republished.<\/p><\/div><div class=\"nx-section-body\"><div class=\"nx-table-wrap\"><table class=\"nx-table\" data-stack=\"true\"><thead><tr><th scope=\"col\">Source<\/th><th scope=\"col\">What it gives<\/th><th scope=\"col\">Licence class<\/th><\/tr><\/thead><tbody><tr><td data-label=\"Source\">OECD Fiscal Decentralisation Database<\/td><td data-label=\"What it gives\">Subnational revenue, spending and debt<\/td><td data-label=\"Licence class\">Free, OECD terms<\/td><\/tr><tr><td data-label=\"Source\">IMF Government Finance Statistics<\/td><td data-label=\"What it gives\">Subnational fiscal data by country<\/td><td data-label=\"Licence class\">Free, IMF terms<\/td><\/tr><tr><td data-label=\"Source\">World Observatory on Subnational Government Finance and Investment<\/td><td data-label=\"What it gives\">Subnational finance profiles<\/td><td data-label=\"Licence class\">Free to read, terms to check<\/td><\/tr><tr><td data-label=\"Source\">IMF Article IV reports on countries with large local government debt<\/td><td data-label=\"What it gives\">Analysis of subnational debt and vehicles<\/td><td data-label=\"Licence class\">Free, IMF terms<\/td><\/tr><tr><td data-label=\"Source\">National audit office reports on local government finances<\/td><td data-label=\"What it gives\">Audit findings on subnational finance<\/td><td data-label=\"Licence class\">Public records, terms per office<\/td><\/tr><\/tbody><\/table><\/div><div class=\"nx-live-slot\" data-nxf-slot=\"evidence\" data-nxf-kind=\"evidence\" data-nxf-resource=\"nexus:\/\/gra\/A-P09\/topics\/subnational-fiscal-risk\/#evidence\" data-nxf-title=\"Sources\" data-nxf-height=\"520\" hidden><\/div><\/div><\/div><\/section><section id=\"nx-sec-decisions\" class=\"nx-section\" data-hue=\"systemic\" data-tone=\"alt\" aria-labelledby=\"nx-s-9\"><div class=\"nx-container\"><div class=\"nx-section-head\"><div class=\"nx-eyebrow-row\"><span class=\"nx-eyebrow\">08<\/span><span class=\"nx-rule\" aria-hidden=\"true\"><\/span><span class=\"nx-eyebrow\">Decisions<\/span><\/div><h2 id=\"nx-s-9\" class=\"nx-section-title\">Who decides, and what the evidence serves.<\/h2><p class=\"nx-lede\">Public Finance and Sovereign Debt prepares evidence. The decisions below are taken by the authorities named, under their own rules, and never by the platform.<\/p><\/div><div class=\"nx-section-body\"><div class=\"nx-table-wrap\"><table class=\"nx-table\" data-stack=\"true\"><thead><tr><th scope=\"col\">Who decides<\/th><th scope=\"col\">The question<\/th><th scope=\"col\">Evidence this page serves<\/th><\/tr><\/thead><tbody><tr><td data-label=\"Who decides\">Central finance ministries<\/td><td data-label=\"The question\">How to design transfers and borrowing controls<\/td><td data-label=\"Evidence this page serves\">Subnational data and comparative frameworks<\/td><\/tr><tr><td data-label=\"Who decides\">Subnational governments<\/td><td data-label=\"The question\">How much to borrow and through which entities<\/td><td data-label=\"Evidence this page serves\">Own fiscal data and rules<\/td><\/tr><tr><td data-label=\"Who decides\">Lenders and investors<\/td><td data-label=\"The question\">Whether to lend and how to price support expectations<\/td><td data-label=\"Evidence this page serves\">Disclosures and legal frameworks<\/td><\/tr><tr><td data-label=\"Who decides\">Legislatures<\/td><td data-label=\"The question\">What fiscal rules apply to lower levels of government<\/td><td data-label=\"Evidence this page serves\">Comparative rules and outcomes<\/td><\/tr><\/tbody><\/table><\/div><h3 class=\"nx-h4 nx-mt-4\">Outputs this topic produces<\/h3><ul class=\"nx-list\"><li>Guide to subnational fiscal frameworks<\/li><li>Comparative notes on borrowing rules<\/li><li>Brief on off-budget local financing vehicles<\/li><li>Questions for central governments on bailout risk<\/li><\/ul><\/div><\/div><\/section><section id=\"nx-sec-core-questions\" class=\"nx-section\" data-hue=\"finance\" data-variant=\"split\" aria-labelledby=\"nx-s-10\"><div class=\"nx-container\"><div class=\"nx-section-head\"><div class=\"nx-eyebrow-row\"><span class=\"nx-eyebrow\">09<\/span><span class=\"nx-rule\" aria-hidden=\"true\"><\/span><span class=\"nx-eyebrow\">Core questions<\/span><\/div><h2 id=\"nx-s-10\" class=\"nx-section-title\">What specialists ask.<\/h2><\/div><div class=\"nx-section-body\"><ul class=\"nx-list\"><li>How do subnational governments finance themselves, and how much can they borrow?<\/li><li>How exposed are local budgets to disasters, economic shocks and falling transfers?<\/li><li>When are central governments expected to support distressed subnational governments?<\/li><li>How do fiscal rules for subnational governments work in practice?<\/li><li>How do local governments finance climate adaptation and infrastructure?<\/li><\/ul><\/div><\/div><\/section><section id=\"nx-sec-mechanisms\" class=\"nx-section\" data-hue=\"systemic\" data-tone=\"alt\" data-variant=\"stack\" aria-labelledby=\"nx-s-11\"><div class=\"nx-container\"><div class=\"nx-section-head\"><div class=\"nx-eyebrow-row\"><span class=\"nx-eyebrow\">10<\/span><span class=\"nx-rule\" aria-hidden=\"true\"><\/span><span class=\"nx-eyebrow\">Mechanisms<\/span><\/div><h2 id=\"nx-s-11\" class=\"nx-section-title\">Drivers and dynamics.<\/h2><\/div><div class=\"nx-section-body\"><p class=\"nx-p\">Subnational governments rely on their own taxes, transfers from central government and borrowing. Their revenue bases are often narrow and tied to local economic conditions, property values or specific industries. Disasters hit local budgets directly through damage to public assets and lost revenue. When central governments face fiscal stress, transfers to local governments are often cut, transmitting stress downwards.<\/p><p class=\"nx-p\">The expectation of central government support creates moral hazard: if lenders and local governments expect a rescue, they may borrow too much. Many countries regulate subnational borrowing through fiscal rules, approval requirements or market discipline. Subnational debt, including that of local government financing vehicles in some systems, can be a significant and sometimes hidden source of national fiscal risk.<\/p><\/div><\/div><\/section><section id=\"nx-sec-methods-and-limits\" class=\"nx-section\" data-hue=\"finance\" data-variant=\"split\" aria-labelledby=\"nx-s-12\"><div class=\"nx-container\"><div class=\"nx-section-head\"><div class=\"nx-eyebrow-row\"><span class=\"nx-eyebrow\">11<\/span><span class=\"nx-rule\" aria-hidden=\"true\"><\/span><span class=\"nx-eyebrow\">Methods and limits<\/span><\/div><h2 id=\"nx-s-12\" class=\"nx-section-title\">How it is studied.<\/h2><\/div><div class=\"nx-section-body\"><ol class=\"nx-rows\"><li><span class=\"nx-eyebrow nx-index\">01<\/span><div><h3 class=\"nx-h4\">Fiscal capacity analysis<\/h3><p class=\"nx-p nx-mt-1\">Assessing revenue bases, spending needs and borrowing capacity, using <a class=\"nx-link\" href=\"https:\/\/globalriskalliance.com\/public-finance-sovereign-debt\/stem\/economics\/\">economics and development economics<\/a>.<\/p><\/div><\/li><li><span class=\"nx-eyebrow nx-index\">02<\/span><div><h3 class=\"nx-h4\">Shock analysis<\/h3><p class=\"nx-p nx-mt-1\">Testing local budgets against disaster and economic scenarios, using <a class=\"nx-link\" href=\"https:\/\/globalriskalliance.com\/public-finance-sovereign-debt\/stem\/scenario-stress\/\">scenario design and stress testing<\/a>.<\/p><\/div><\/li><li><span class=\"nx-eyebrow nx-index\">03<\/span><div><h3 class=\"nx-h4\">Institutional comparison<\/h3><p class=\"nx-p nx-mt-1\">Comparing intergovernmental fiscal arrangements and borrowing rules.<\/p><\/div><\/li><li><span class=\"nx-eyebrow nx-index\">04<\/span><div><h3 class=\"nx-h4\">Limits<\/h3><p class=\"nx-p nx-mt-1\">Subnational data is often incomplete or inconsistent, arrangements vary greatly, and implicit central support is hard to measure.<\/p><\/div><\/li><\/ol><\/div><\/div><\/section><section id=\"nx-sec-methods\" class=\"nx-section\" data-hue=\"systemic\" data-tone=\"alt\" aria-labelledby=\"nx-s-13\"><div class=\"nx-container\"><div class=\"nx-section-head\"><div class=\"nx-eyebrow-row\"><span class=\"nx-eyebrow\">12<\/span><span class=\"nx-rule\" aria-hidden=\"true\"><\/span><span class=\"nx-eyebrow\">Methods<\/span><\/div><h2 id=\"nx-s-13\" class=\"nx-section-title\">How it is studied, and what the methods cannot say.<\/h2><\/div><div class=\"nx-section-body\"><div class=\"nx-methods\" data-limits=\"true\"><ol class=\"nx-mledger\" aria-label=\"Methods\"><li><a class=\"nx-mledger-main\" href=\"https:\/\/globalriskalliance.com\/public-finance-sovereign-debt\/stem\/economics\/\"><span class=\"nx-mledger-n\" aria-hidden=\"true\">01<\/span><span class=\"nx-mledger-body\"><span class=\"nx-mledger-name\">Economics and development economics<\/span><span class=\"nx-mledger-role\">Debt dynamics \u00b7 Fiscal multipliers \u00b7 Fiscal federalism<\/span><\/span><span class=\"nx-mledger-go\"><span class=\"nx-mledger-go-label\">Applied here<\/span><svg class=\"nx-arrow\" viewBox=\"0 0 16 16\" aria-hidden=\"true\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><path d=\"M3 8h10M9 4l4 4-4 4\"\/><\/svg><\/span><\/a><div class=\"nx-mledger-aside\"><a class=\"nx-mledger-canon\" href=\"https:\/\/therisk.global\/stem\/science\/economics\/\" aria-label=\"Economics and development economics: canonical page on the STEM Commons\">Canonical \u00b7 STEM Commons <span aria-hidden=\"true\">\u2197<\/span><\/a><\/div><\/li><li><a class=\"nx-mledger-main\" href=\"https:\/\/globalriskalliance.com\/public-finance-sovereign-debt\/stem\/econometrics\/\"><span class=\"nx-mledger-n\" aria-hidden=\"true\">02<\/span><span class=\"nx-mledger-body\"><span class=\"nx-mledger-name\">Econometrics<\/span><span class=\"nx-mledger-role\">Fiscal reaction functions \u00b7 Revenue volatility \u00b7 Disaster effects on public finance<\/span><\/span><span class=\"nx-mledger-go\"><span class=\"nx-mledger-go-label\">Applied here<\/span><svg class=\"nx-arrow\" viewBox=\"0 0 16 16\" aria-hidden=\"true\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><path d=\"M3 8h10M9 4l4 4-4 4\"\/><\/svg><\/span><\/a><div class=\"nx-mledger-aside\"><a class=\"nx-mledger-canon\" href=\"https:\/\/therisk.global\/stem\/mathematics\/econometrics\/\" aria-label=\"Econometrics: canonical page on the STEM Commons\">Canonical \u00b7 STEM Commons <span aria-hidden=\"true\">\u2197<\/span><\/a><\/div><\/li><li><a class=\"nx-mledger-main\" href=\"https:\/\/globalriskalliance.com\/public-finance-sovereign-debt\/stem\/decision-analysis\/\"><span class=\"nx-mledger-n\" aria-hidden=\"true\">03<\/span><span class=\"nx-mledger-body\"><span class=\"nx-mledger-name\">Decision analysis under uncertainty<\/span><span class=\"nx-mledger-role\">Debt management strategy \u00b7 Fiscal rule design \u00b7 Guarantee approval<\/span><\/span><span class=\"nx-mledger-go\"><span class=\"nx-mledger-go-label\">Applied here<\/span><svg class=\"nx-arrow\" viewBox=\"0 0 16 16\" aria-hidden=\"true\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><path d=\"M3 8h10M9 4l4 4-4 4\"\/><\/svg><\/span><\/a><div class=\"nx-mledger-aside\"><a class=\"nx-mledger-canon\" href=\"https:\/\/therisk.global\/stem\/mathematics\/decision-analysis\/\" aria-label=\"Decision analysis under uncertainty: canonical page on the STEM Commons\">Canonical \u00b7 STEM Commons <span aria-hidden=\"true\">\u2197<\/span><\/a><\/div><\/li><\/ol><aside class=\"nx-limits\" aria-label=\"What the methods cannot say\"><span class=\"nx-eyebrow\">What the methods cannot say<\/span><p class=\"nx-limits-text\">Subnational data are less complete and less timely than central government data. Off-budget borrowing is hard to observe. Bailout expectations cannot be measured directly. Public Finance and Sovereign Debt explains frameworks and data; it does not assess any subnational government or give investment advice.<\/p><\/aside><\/div><\/div><\/div><\/section><section id=\"nx-s-14-sec\" class=\"nx-section\" data-hue=\"finance\" aria-labelledby=\"nx-s-14\"><div class=\"nx-container\"><div class=\"nx-section-head\"><div class=\"nx-eyebrow-row\"><span class=\"nx-eyebrow\">13<\/span><span class=\"nx-rule\" aria-hidden=\"true\"><\/span><span class=\"nx-eyebrow\">Questions<\/span><\/div><h2 id=\"nx-s-14\" class=\"nx-section-title\">Questions and answers.<\/h2><\/div><div class=\"nx-section-body\"><div class=\"nx-faq\"><details><summary>What is vertical fiscal imbalance?<\/summary><div class=\"nx-answer\">The gap between subnational governments' spending responsibilities and the revenue they raise themselves, usually filled by central transfers.<\/div><\/details><details><summary>Why do bailout expectations matter?<\/summary><div class=\"nx-answer\">Because if lenders expect the central government to cover subnational debts, they lend more cheaply and monitor less, encouraging overborrowing.<\/div><\/details><details><summary>What is a local government financing vehicle?<\/summary><div class=\"nx-answer\">A company set up by a local government to borrow and invest, often in infrastructure, outside the local budget.<\/div><\/details><details><summary>Can a city or province default?<\/summary><div class=\"nx-answer\">Yes, in many systems. Whether the central government intervenes depends on law, politics and the scale of the problem.<\/div><\/details><details><summary>Why are subnational budgets vulnerable to disasters?<\/summary><div class=\"nx-answer\">Because damage, relief costs and lost revenue fall locally, often on narrow revenue bases.<\/div><\/details><details><summary>Does GRA assess subnational borrowers?<\/summary><div class=\"nx-answer\">No. It studies the field at sector level.<\/div><\/details><details><summary>Does GRA give advice on this topic?<\/summary><div class=\"nx-answer\">No. GRA does not lend, underwrite, rate, invest, advise on or arrange transactions, including sovereign borrowing or debt restructuring, and it introduces no counterparties. Readiness work is not approval. Its analysis is shared, sector-level understanding.<\/div><\/details><\/div><\/div><\/div><\/section><section class=\"nx-section\" data-tone=\"alt\" aria-labelledby=\"nx-rel-15\"><div class=\"nx-container\"><span class=\"nx-eyebrow\">Related<\/span><h2 id=\"nx-rel-15\" class=\"nx-h3 nx-mt-2\">Around Public Finance and Sovereign Debt.<\/h2><nav class=\"nx-related nx-mt-3\" aria-label=\"Related\"><a href=\"https:\/\/globalriskalliance.com\/public-finance-sovereign-debt\/topics\/sovereign-debt-sustainability\/\">Sovereign debt sustainability <svg class=\"nx-arrow\" viewBox=\"0 0 16 16\" aria-hidden=\"true\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><path d=\"M3 8h10M9 4l4 4-4 4\"\/><\/svg><\/a><a href=\"https:\/\/globalriskalliance.com\/public-finance-sovereign-debt\/topics\/fiscal-contingent-liabilities\/\">Fiscal contingent liabilities <svg class=\"nx-arrow\" viewBox=\"0 0 16 16\" aria-hidden=\"true\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><path d=\"M3 8h10M9 4l4 4-4 4\"\/><\/svg><\/a><a href=\"https:\/\/globalriskalliance.com\/public-finance-sovereign-debt\/topics\/commodity-and-revenue-risk\/\">Commodity and revenue risk <svg class=\"nx-arrow\" viewBox=\"0 0 16 16\" aria-hidden=\"true\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><path d=\"M3 8h10M9 4l4 4-4 4\"\/><\/svg><\/a><a href=\"https:\/\/globalriskalliance.com\/public-finance-sovereign-debt\/topics\/public-investment-efficiency\/\">Public investment efficiency <svg class=\"nx-arrow\" viewBox=\"0 0 16 16\" aria-hidden=\"true\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><path d=\"M3 8h10M9 4l4 4-4 4\"\/><\/svg><\/a><a href=\"https:\/\/globalriskalliance.com\/public-finance-sovereign-debt\/topics\/social-and-health-expenditure\/\">Social and health expenditure <svg class=\"nx-arrow\" viewBox=\"0 0 16 16\" aria-hidden=\"true\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><path d=\"M3 8h10M9 4l4 4-4 4\"\/><\/svg><\/a><a href=\"https:\/\/globalriskalliance.com\/public-finance-sovereign-debt\/topics\/climate-and-disaster-fiscal-risk\/\">Climate and disaster fiscal risk <svg class=\"nx-arrow\" viewBox=\"0 0 16 16\" aria-hidden=\"true\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><path d=\"M3 8h10M9 4l4 4-4 4\"\/><\/svg><\/a><a href=\"https:\/\/globalriskalliance.com\/public-finance-sovereign-debt\/\">Public Finance and Sovereign Debt home <svg class=\"nx-arrow\" viewBox=\"0 0 16 16\" aria-hidden=\"true\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><path d=\"M3 8h10M9 4l4 4-4 4\"\/><\/svg><\/a><a href=\"https:\/\/globalriskalliance.com\/public-finance-sovereign-debt\/counterparts\/\">Counterparts across the Consortium <svg class=\"nx-arrow\" viewBox=\"0 0 16 16\" aria-hidden=\"true\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><path d=\"M3 8h10M9 4l4 4-4 4\"\/><\/svg><\/a><a href=\"https:\/\/globalriskalliance.com\/\">The Global Risks Alliance home <svg class=\"nx-arrow\" viewBox=\"0 0 16 16\" aria-hidden=\"true\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><path d=\"M3 8h10M9 4l4 4-4 4\"\/><\/svg><\/a><a href=\"https:\/\/globalriskalliance.com\/trust\/\">GRA governance and trust <svg class=\"nx-arrow\" viewBox=\"0 0 16 16\" aria-hidden=\"true\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><path d=\"M3 8h10M9 4l4 4-4 4\"\/><\/svg><\/a><\/nav><\/div><\/section><section class=\"nx-closing\" aria-labelledby=\"nx-close-16\"><div class=\"nx-container\"><span class=\"nx-eyebrow\">Public Finance and Sovereign Debt<\/span><h2 id=\"nx-close-16\" class=\"nx-section-title\">Bring your expertise to this field.<\/h2><p class=\"nx-lede\">The current service level is R0: information and enquiries. An enquiry receives a reference and names the next step; applications, payments, compute allocations and registrations open only when their team, terms and review capacity exist.<\/p><div class=\"nx-actions\"><a class=\"nx-btn\" data-variant=\"primary\" href=\"mailto:contact@globalriskalliance.com?subject=Public%20Finance%20and%20Sovereign%20Debt%3A%20Subnational%20fiscal%20risk\">Write to the team <svg class=\"nx-arrow\" viewBox=\"0 0 16 16\" aria-hidden=\"true\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><path d=\"M3 8h10M9 4l4 4-4 4\"\/><\/svg><\/a><a class=\"nx-btn\" data-variant=\"secondary\" href=\"https:\/\/globalriskalliance.com\/public-finance-sovereign-debt\/contact\/\">See all contact routes<\/a><\/div><\/div><\/section><\/div><\/div><script class=\"_iub_cs_skip\">window.__nxMount ? window.__nxMount(document.currentScript) : null;<\/script>\n\n\n<script type=\"application\/ld+json\">{\"@context\":\"https:\/\/schema.org\",\"@graph\":[{\"@type\":\"FAQPage\",\"@id\":\"https:\/\/globalriskalliance.com\/public-finance-sovereign-debt\/topics\/subnational-fiscal-risk\/#faq\",\"isPartOf\":{\"@id\":\"https:\/\/globalriskalliance.com\/public-finance-sovereign-debt\/topics\/subnational-fiscal-risk\/#webpage\"},\"inLanguage\":\"en\",\"mainEntity\":[{\"@type\":\"Question\",\"name\":\"What is vertical fiscal imbalance?\",\"acceptedAnswer\":{\"@type\":\"Answer\",\"text\":\"The gap between subnational governments' spending responsibilities and the revenue they raise themselves, usually filled by central transfers.\"}},{\"@type\":\"Question\",\"name\":\"Why do bailout expectations matter?\",\"acceptedAnswer\":{\"@type\":\"Answer\",\"text\":\"Because if lenders expect the central government to cover subnational debts, they lend more cheaply and monitor less, encouraging overborrowing.\"}},{\"@type\":\"Question\",\"name\":\"What is a local government financing vehicle?\",\"acceptedAnswer\":{\"@type\":\"Answer\",\"text\":\"A company set up by a local government to borrow and invest, often in infrastructure, outside the local budget.\"}},{\"@type\":\"Question\",\"name\":\"Can a city or province default?\",\"acceptedAnswer\":{\"@type\":\"Answer\",\"text\":\"Yes, in many systems. Whether the central government intervenes depends on law, politics and the scale of the problem.\"}},{\"@type\":\"Question\",\"name\":\"Why are subnational budgets vulnerable to disasters?\",\"acceptedAnswer\":{\"@type\":\"Answer\",\"text\":\"Because damage, relief costs and lost revenue fall locally, often on narrow revenue bases.\"}},{\"@type\":\"Question\",\"name\":\"Does GRA assess subnational borrowers?\",\"acceptedAnswer\":{\"@type\":\"Answer\",\"text\":\"No. It studies the field at sector level.\"}},{\"@type\":\"Question\",\"name\":\"Does GRA give advice on this topic?\",\"acceptedAnswer\":{\"@type\":\"Answer\",\"text\":\"No. GRA does not lend, underwrite, rate, invest, advise on or arrange transactions, including sovereign borrowing or debt restructuring, and it introduces no counterparties. Readiness work is not approval. Its analysis is shared, sector-level understanding.\"}}]},{\"@type\":\"DefinedTermSet\",\"@id\":\"https:\/\/globalriskalliance.com\/public-finance-sovereign-debt\/topics\/subnational-fiscal-risk\/#terms\",\"name\":\"Key terms: Subnational fiscal risk\",\"inLanguage\":\"en\",\"isPartOf\":{\"@id\":\"https:\/\/globalriskalliance.com\/public-finance-sovereign-debt\/topics\/subnational-fiscal-risk\/#webpage\"},\"hasDefinedTerm\":[{\"@type\":\"DefinedTerm\",\"name\":\"Fiscal decentralisation\",\"description\":\"The assignment of revenue and spending responsibilities to lower levels of government.\",\"inDefinedTermSet\":{\"@id\":\"https:\/\/globalriskalliance.com\/public-finance-sovereign-debt\/topics\/subnational-fiscal-risk\/#terms\"}},{\"@type\":\"DefinedTerm\",\"name\":\"Soft budget constraint\",\"description\":\"A situation where a government entity expects to be rescued if it overspends, weakening discipline.\",\"inDefinedTermSet\":{\"@id\":\"https:\/\/globalriskalliance.com\/public-finance-sovereign-debt\/topics\/subnational-fiscal-risk\/#terms\"}},{\"@type\":\"DefinedTerm\",\"name\":\"Intergovernmental transfer\",\"description\":\"Funds passed from a higher level of government to a lower one.\",\"inDefinedTermSet\":{\"@id\":\"https:\/\/globalriskalliance.com\/public-finance-sovereign-debt\/topics\/subnational-fiscal-risk\/#terms\"}}]}]}<\/script>\n\n<!-- nx-rev:3b2dc947b50630d1 -->\n<!-- nx-path:\/topics\/subnational-fiscal-risk\/ -->","protected":false},"excerpt":{"rendered":"<p>LightDarkAuto A-P09 \u00b7 TOPIC \u00b7 subnational-fiscal-riskGRA dossier \u00b7 service level R0 GRA\u00b7Public Finance and Sovereign Debt\u00b7In development Topic dossier \u00b7 Public Finance and Sovereign Debt Subnational fiscal risk Regions, provinces &hellip; <a href=\"https:\/\/globalriskalliance.com\/public-finance-sovereign-debt\/topics\/subnational-fiscal-risk\/\" class=\"more-link\">Continue reading<span class=\"screen-reader-text\"> &#8220;Subnational fiscal risk&#8221;<\/span><\/a><\/p>\n","protected":false},"author":1,"featured_media":0,"parent":56,"menu_order":993,"comment_status":"closed","ping_status":"closed","template":"elementor_header_footer","meta":{"_buddyx_sub_header_visibility":"","_buddyx_sub_header_title_visibility":"","_hide_show_side_panel":"","_buddyxpro_page_sidebar":"","_buddyxpro_page_disable_header":"","_buddyxpro_page_disable_footer":"","_buddyxpro_page_content_width":"","_buddyxpro_page_header_style":"","_buddyxpro_page_color_mode":"","_buddyxpro_page_loader":"","footnotes":""},"class_list":["post-80","page","type-page","status-publish","hentry"],"_links":{"self":[{"href":"https:\/\/globalriskalliance.com\/public-finance-sovereign-debt\/wp-json\/wp\/v2\/pages\/80","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/globalriskalliance.com\/public-finance-sovereign-debt\/wp-json\/wp\/v2\/pages"}],"about":[{"href":"https:\/\/globalriskalliance.com\/public-finance-sovereign-debt\/wp-json\/wp\/v2\/types\/page"}],"author":[{"embeddable":true,"href":"https:\/\/globalriskalliance.com\/public-finance-sovereign-debt\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/globalriskalliance.com\/public-finance-sovereign-debt\/wp-json\/wp\/v2\/comments?post=80"}],"version-history":[{"count":1,"href":"https:\/\/globalriskalliance.com\/public-finance-sovereign-debt\/wp-json\/wp\/v2\/pages\/80\/revisions"}],"predecessor-version":[{"id":125,"href":"https:\/\/globalriskalliance.com\/public-finance-sovereign-debt\/wp-json\/wp\/v2\/pages\/80\/revisions\/125"}],"up":[{"embeddable":true,"href":"https:\/\/globalriskalliance.com\/public-finance-sovereign-debt\/wp-json\/wp\/v2\/pages\/56"}],"wp:attachment":[{"href":"https:\/\/globalriskalliance.com\/public-finance-sovereign-debt\/wp-json\/wp\/v2\/media?parent=80"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}