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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-n6d9y6qr.nxe :where(*,*::before,*::after){box-sizing:inherit}#nxe-n6d9y6qr.nxe :where(section,header,footer,nav,aside){display:block;margin:0 0 32px}#nxe-n6d9y6qr.nxe :where(h1,h2,h3,h4){line-height:1.2;margin:24px 0 12px;font-weight:600}#nxe-n6d9y6qr.nxe :where(p,ul,ol,dl,table,figure,details){margin:0 0 16px}#nxe-n6d9y6qr.nxe :where(ul,ol){padding-left:20px}#nxe-n6d9y6qr.nxe a{color:inherit;text-decoration:underline;text-underline-offset:2px}#nxe-n6d9y6qr.nxe table{border-collapse:collapse;width:100%;display:block;overflow-x:auto}#nxe-n6d9y6qr.nxe :where(th,td){padding:6px 8px;text-align:left;vertical-align:top;border-bottom:1px solid;border-color:inherit}#nxe-n6d9y6qr.nxe svg{display:none}#nxe-n6d9y6qr.nxe svg.nx-i{display:inline-block;width:18px;height:18px;vertical-align:-3px}#nxe-n6d9y6qr.nxe :where([role=\"tablist\"],[role=\"toolbar\"],[hidden],button,.nx-theme-toggle,.nx-live-slot){display:none}#nxe-n6d9y6qr.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=\"dossier\" 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-P01 \u00b7 TOPIC \u00b7 systemic-interconnectedness<\/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\">Financial Stability<\/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 Financial Stability<\/span><\/div><h1 id=\"nx-title-1\" class=\"nx-hero-title\">Systemic interconnectedness<\/h1><p class=\"nx-tagline\">Financial institutions are linked by loans, deposits, derivatives, securities holdings, common service providers and shared investors. These links spread risk in calm times and transmit losses in stress. Systemic interconnectedness is the property that lets one failure become many. This page sets out how interconnectedness develops and transmits stress, how it is measured, and which authorities and boards use that evidence.<\/p><div class=\"nx-actions\"><a class=\"nx-btn\" data-variant=\"primary\" href=\"https:\/\/globalriskalliance.com\/financial-stability\/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\/financial-stability\/topics\/\">Back to Topics<\/a><\/div><\/div><div class=\"nx-hero-panel\"><div class=\"nx-register\"><div class=\"nx-register-head\"><span class=\"nx-eyebrow\"><strong>Dossier<\/strong><\/span><span class=\"nx-eyebrow\">A-P01 \u00b7 topic<\/span><\/div><ol class=\"nx-register-rows\"><li><a href=\"#nx-sec-brief-answer\"><span class=\"nx-register-n\">01<\/span><span class=\"nx-register-k\">In brief<\/span><span class=\"nx-register-v\">Definition and scope<\/span><\/a><\/li><li><a href=\"#nx-sec-question\"><span class=\"nx-register-n\">02<\/span><span class=\"nx-register-k\">The question<\/span><span class=\"nx-register-v\">4 mechanisms<\/span><\/a><\/li><li><a href=\"#nx-sec-terms\"><span class=\"nx-register-n\">03<\/span><span class=\"nx-register-k\">Key terms<\/span><span class=\"nx-register-v\"><span class=\"nx-register-num\">3<\/span><\/span><\/a><\/li><li><a href=\"#nx-sec-field\"><span class=\"nx-register-n\">04<\/span><span class=\"nx-register-k\">Field<\/span><span class=\"nx-register-v\">H3 field plate<\/span><\/a><\/li><li><a href=\"#nx-sec-indicators\"><span class=\"nx-register-n\">05<\/span><span class=\"nx-register-k\">Indicators<\/span><span class=\"nx-register-v\"><span class=\"nx-register-num\">6<\/span><\/span><\/a><\/li><li><a href=\"#nx-sec-pipeline\"><span class=\"nx-register-n\">06<\/span><span class=\"nx-register-k\">Pipeline<\/span><span class=\"nx-register-v\">Run graph<\/span><\/a><\/li><li><a href=\"#nx-sec-sources\"><span class=\"nx-register-n\">07<\/span><span class=\"nx-register-k\">Sources<\/span><span class=\"nx-register-v\"><span class=\"nx-register-num\">6<\/span><\/span><\/a><\/li><li><a href=\"#nx-sec-decisions\"><span class=\"nx-register-n\">08<\/span><span class=\"nx-register-k\">Decision holders<\/span><span class=\"nx-register-v\"><span class=\"nx-register-num\">4<\/span><\/span><\/a><\/li><li><a href=\"#nx-sec-methods\"><span class=\"nx-register-n\">09<\/span><span class=\"nx-register-k\">Methods<\/span><span class=\"nx-register-v\"><span class=\"nx-register-num\">3<\/span><\/span><\/a><\/li><\/ol><p class=\"nx-register-foot\">GRA \u00b7 In development \u00b7 service level R0<\/p><\/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-sec-field\"><span>02<\/span>Settlement dependencies, and what\u2026<\/a><a href=\"#nx-s-4-sec\"><span>03<\/span>Systemic risk dashboard, in outline<\/a><a href=\"#nx-sec-question\"><span>04<\/span>Systemic interconnectedness: how the\u2026<\/a><a href=\"#nx-sec-terms\"><span>05<\/span>Terms used on this page<\/a><a href=\"#nx-sec-indicators\"><span>06<\/span>What is measured, and how well<\/a><a href=\"#nx-sec-pipeline\"><span>07<\/span>From sources to decisions<\/a><a href=\"#nx-sec-sources\"><span>08<\/span>Where the evidence comes from<\/a><\/div><\/nav> <section id=\"nx-sec-brief-answer\" class=\"nx-section\" data-hue=\"finance\" 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\">Systemic interconnectedness is the web of exposures, common holdings and shared infrastructure that links financial institutions and lets distress at one spread to others. It is measured with exposure data, portfolio overlap and network models. Supervisors, macroprudential authorities and boards use that evidence.<\/p><\/div><\/div><\/section><section id=\"nx-sec-field\" class=\"nx-section\" data-hue=\"risk\" 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\">Spatial finance<\/span><\/div><h2 id=\"nx-s-3\" class=\"nx-section-title\">Settlement dependencies, and what fails with a node.<\/h2><p class=\"nx-lede\">How a failure at one financial centre can spread through settlement links. Design links, not real dependencies.<\/p><\/div><div class=\"nx-section-body\"><div class=\"nx-canvas-wrap\"><figure class=\"nx-fk nx-sf\" data-fk=\"payments-network\" data-gl=\"sf:payments-network\" data-sf=\"payments-network\" data-sx-credit=\"Natural Earth (public domain) | design links, not real dependencies\" data-sx-src=\"Natural Earth ~ public domain ~ https:\/\/www.naturalearthdata.com\/ | Design scenario values by the Global Risks Alliance ~ illustrative, not data\" data-sf-learn-views=\"timeline\" aria-label=\"Interactive map: sixteen financial centres joined by design dependency links. The panel chooses a centre to fail and steps the cascade.\" 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\"><figcaption class=\"nx-fk-cap\"><span>Sixteen financial centres, and how a failure at one spreads through settlement links.<\/span><span data-honesty=\"true\">Design links, not the real dependencies of any infrastructure.<\/span><\/figcaption><\/figure><\/div><div class=\"nx-live-slot\" data-nxf-slot=\"map\" data-nxf-kind=\"map\" data-nxf-resource=\"nexus:\/\/gra\/A-P01\/topics\/systemic-interconnectedness\/#map\" data-nxf-title=\"Financial Stability live map\" data-nxf-height=\"560\" hidden><\/div><\/div><\/div><\/section><section id=\"nx-s-4-sec\" 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\">Console<\/span><\/div><h2 id=\"nx-s-4\" class=\"nx-section-title\">Systemic risk dashboard, 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-finstab-dashboard\" data-cx=\"finstab.dashboard\" data-variant=\"section\" aria-label=\"Systemic risk dashboard: illustrative console with placeholder names and values\"><div class=\"nx-fk-head\"><div class=\"nx-fk-heading\"><h3 class=\"nx-fk-title\">Systemic risk dashboard<\/h3><p class=\"nx-fk-sub\">Systemic interconnectedness \u00b7 Financial system \u00b7 Committee meeting 3<\/p><\/div><div class=\"nx-fk-actions\"><button type=\"button\" class=\"nx-fk-btn\" data-fk-act=\"menu\" aria-haspopup=\"true\" aria-expanded=\"false\" hidden><svg viewBox=\"0 0 24 24\" aria-hidden=\"true\" focusable=\"false\"><path d=\"M12 4v11\"\/><path d=\"m7 10 5 5 5-5\"\/><path d=\"M5 20h14\"\/><\/svg>Export<\/button><ul class=\"nx-fk-menu\" data-fk-menu=\"true\" hidden><li><button type=\"button\" data-fk-act=\"export-png\">Image<small>PNG of the map or chart<\/small><\/button><\/li><li><button type=\"button\" data-fk-act=\"export-csv\">Data<small>CSV of the figure's values<\/small><\/button><\/li><\/ul><\/div><\/div><div class=\"nx-cx-status\"><span class=\"nx-fk-pill\" data-state=\"near\"><i aria-hidden=\"true\"><\/i>Housing vulnerabilities elevated<\/span><span class=\"nx-cx-prod\">GRA \u00b7 Financial Stability<\/span><\/div><div class=\"nx-cx-grid\"><div class=\"nx-fk-panel nx-cx-p\" data-w=\"3\" data-t=\"matrix\"><div class=\"nx-fk-panel-head\"><div><h4 class=\"nx-fk-panel-title\">Vulnerabilities heat map<\/h4><p class=\"nx-fk-panel-sub\">percentile vs history, 0 to 100<\/p><\/div><\/div><div class=\"nx-fk-chart\"><svg class=\"nx-fk-svg\" viewBox=\"0 0 422 194\" width=\"422\" height=\"194\" role=\"img\" focusable=\"false\" preserveAspectRatio=\"xMidYMid meet\" aria-label=\"Vulnerabilities heat map\" data-fk-chart=\"cx-finstab-dashboard-heat\" data-nx-z=\"rdfdbpswFMDxV0G+R8HHNh9TyMUqTbuYNmlv4IAbEA5MxOnSt5\/SFBYMDoXTqyoNOuIPPzuwNepivFwa6R9TYsqsIt4lJTQKifd6\/Uu86xG+rLOiaVNyLPNcK7L7oV6U3m6u3+220zMg4o9nPBWyPqjHQ1gEj4f8OhvdNNXklFbLvdK3IAje5nBmzVF1Tnbfm\/NJFY3OT92cQz+kyJTW5PbxufIr9ZqS7OI\/l\/XJyL2fy1Oxb2SbfzkGfvB+XJWSwm8DPwvIbtuq7P8p3Q3LUlLQ95OL304OQuL9LXNTpCQJiVeo8lCY27\/b6wUlGyvwRerB7RrVdVeJhl3Y5rA2jtpxdCZO3BhAiIh7+1DWVUr09fgBLGdtHONrwa6FmVp28wocdys78M64EO7j5rxHdMr7U9P+aVppFMo7tbzTee9i4F3wzyLRLYBRbnfVEo4lQa0FQOcXABssgHW1d96dcSLBx4EdN+edD7yvjuu8O+MiscR7kkx5\/yrrCkUdLOqwdGuPAbm1j8L6rR2wNx8s2bBU9uq4TrYzLmT4OLDjlu3kq+M62c44ES+RTSGaov2zqf09ljezeLN53nzAm9IA6Xuc128A6GcXZgFn88BhAHx9Xv8Q7MxjMT4P7Dz40O9wR3xl3tQPcf+87uxN2CL1Qkyp\/62k9tTJSKMw7rnlns+7h6F7FmPdjwK7C8UjLAxuuefz7unQ\/eq83r0zjwE+D+y8ZVv7+ryeuTNPLGMeT76XfjvXeVkfMMSFRVws3tpD7FvpOK7f2inWgLCIi8Vb++q8nrgzj0X4PLDz4EMruCceYl9EH+Tdv1P9Aw==\"><\/svg><\/div><\/div><div class=\"nx-fk-panel nx-cx-p\" data-w=\"3\" data-t=\"map\"><div class=\"nx-fk-panel-head\"><div><h4 class=\"nx-fk-panel-title\">Exposure network<\/h4><p class=\"nx-fk-panel-sub\">red: most connected node<\/p><\/div><\/div><div class=\"nx-cx-map\"><svg class=\"nx-cx-svg\" viewBox=\"0 0 480 250\" role=\"img\" aria-label=\"Exposure network: schematic on placeholder geography. Illustrative.\" focusable=\"false\" data-nx-z=\"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\"><\/svg><\/div><\/div><div class=\"nx-fk-panel nx-cx-p\" data-w=\"6\" data-t=\"chart\"><div class=\"nx-fk-panel-head\"><div><h4 class=\"nx-fk-panel-title\">Credit-to-GDP gap<\/h4><\/div><\/div><svg class=\"nx-fk-svg\" viewBox=\"0 0 460 210\" width=\"460\" height=\"210\" role=\"img\" aria-label=\"Credit-to-GDP gap\" focusable=\"false\" tabindex=\"0\" preserveAspectRatio=\"xMidYMid meet\" data-fk-chart=\"cx-finstab-dashboard-c2\" data-fk-xs=\"lin,0,23,36,446\" data-fk-ys=\"lin,0,100,180,20\" data-fk-series=\"Gap|ink|l||0:47.2;1:48.9;2:46.5;3:49;4:53.8;5:48.8;6:48;7:42.8;8:45.2;9:48;10:48.8;11:46.3;12:44.4;13:44.1;14:42.3;15:42.5;16:46.1;17:45.4;18:49.5;19:47.3;20:48.9;21:44.7;22:45.2;23:49.7~Buffer guide|acc|l||0:49.7;1:46.9;2:50.5;3:50.4;4:48.5;5:49.6;6:46.5;7:48.8;8:51.9;9:48.7;10:50.8;11:47.7;12:47.5;13:43.9;14:43.5;15:45.3;16:46.4;17:48.6;18:49.5;19:48.6;20:50.8;21:47.6;22:44.5;23:40.6\" data-nx-z=\"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\"><\/svg><\/div><\/div><div class=\"nx-fk-tip\" aria-hidden=\"true\" hidden><\/div><figcaption class=\"nx-fk-cap\"><span>Systemic risk dashboard: the screen's structure, terms and states for Systemic interconnectedness.<\/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=\"risk\" 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\">The question<\/span><\/div><h2 id=\"nx-s-5\" class=\"nx-section-title\">Systemic interconnectedness: how the risk develops.<\/h2><p class=\"nx-lede\">Banks, insurers and nonbanks linked through exposures. 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\"><rect x=\"16\" y=\"16\" width=\"6\" height=\"6\" rx=\"1\"\/><rect x=\"2\" y=\"16\" width=\"6\" height=\"6\" rx=\"1\"\/><rect x=\"9\" y=\"2\" width=\"6\" height=\"6\" rx=\"1\"\/><path d=\"M5 16v-3a1 1 0 0 1 1-1h12a1 1 0 0 1 1 1v3\"\/><path d=\"M12 12V8\"\/><\/svg><\/span><span class=\"nx-eyebrow\">Mechanism<\/span><\/div><h3 class=\"nx-h4 nx-mt-2\">Direct exposures transmit losses<\/h3><p class=\"nx-p nx-mt-1\">When a counterparty defaults, its creditors lose. Concentrated bilateral exposures, in interbank loans or derivatives, can push a creditor below its capital buffer and start a chain.<\/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\">Common exposures correlate losses<\/h3><p class=\"nx-p nx-mt-1\">Institutions that hold the same assets or lend to the same sectors lose together even without direct links. Diversification at firm level can produce uniformity at system level.<\/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=\"M2.97 12.92A2 2 0 0 0 2 14.63v3.24a2 2 0 0 0 .97 1.71l3 1.8a2 2 0 0 0 2.06 0L12 19v-5.5l-5-3-4.03 2.42Z\"\/><path d=\"m7 16.5-4.74-2.85\"\/><path d=\"m7 16.5 5-3\"\/><path d=\"M7 16.5v5.17\"\/><path d=\"M12 13.5V19l3.97 2.38a2 2 0 0 0 2.06 0l3-1.8a2 2 0 0 0 .97-1.71v-3.24a2 2 0 0 0-.97-1.71L17 10.5l-5 3Z\"\/><path d=\"m17 16.5-5-3\"\/><path d=\"m17 16.5 4.74-2.85\"\/><path d=\"M17 16.5v5.17\"\/><path d=\"M7.97 4.42A2 2 0 0 0 7 6.13v4.37l5 3 5-3V6.13a2 2 0 0 0-.97-1.71l-3-1.8a2 2 0 0 0-2.06 0l-3 1.8Z\"\/><path d=\"M12 8 7.26 5.15\"\/><path d=\"m12 8 4.74-2.85\"\/><path d=\"M12 13.5V8\"\/><\/svg><\/span><span class=\"nx-eyebrow\">Mechanism<\/span><\/div><h3 class=\"nx-h4 nx-mt-2\">Shared infrastructure concentrates<\/h3><p class=\"nx-p nx-mt-1\">Central counterparties, custodians, cloud providers and payment systems serve many firms. A failure at one node affects all its users at once.<\/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=\"M2 12s3-7 10-7 10 7 10 7-3 7-10 7-10-7-10-7Z\"\/><circle cx=\"12\" cy=\"12\" r=\"3\"\/><\/svg><\/span><span class=\"nx-eyebrow\">Mechanism<\/span><\/div><h3 class=\"nx-h4 nx-mt-2\">Opacity amplifies doubt<\/h3><p class=\"nx-p nx-mt-1\">When counterparties cannot see each other's exposures, rumours of losses lead to withdrawal from all suspected firms. Uncertainty about links acts like contagion even where links are small.<\/p><\/div><\/div><\/div><\/div><\/section><section id=\"nx-sec-terms\" class=\"nx-section\" data-hue=\"finance\" data-tone=\"alt\" data-variant=\"split\" 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\">Key terms<\/span><\/div><h2 id=\"nx-s-6\" 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\">Global systemically important bank<\/td><td data-label=\"Definition\">A bank whose distress would disrupt the global financial system, identified annually by the FSB using BCBS indicators.<\/td><\/tr><tr><td data-label=\"Term\">Common exposure<\/td><td data-label=\"Definition\">Holdings of the same or similar assets by several institutions, which makes their losses move together.<\/td><\/tr><tr><td data-label=\"Term\">Network centrality<\/td><td data-label=\"Definition\">A measure of how important a node is to a network's connectivity, used to find institutions through which losses would spread.<\/td><\/tr><\/tbody><\/table><\/div><\/div><\/div><\/section><section id=\"nx-sec-indicators\" class=\"nx-section\" data-hue=\"risk\" 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\">Indicators<\/span><\/div><h2 id=\"nx-s-7\" 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\"><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\">Interbank exposures<\/td><td data-label=\"Unit\">currency, by counterparty sector<\/td><td data-label=\"Cadence\">quarterly<\/td><td data-label=\"Source type\">Supervisory large exposure returns<\/td><td data-label=\"Label\"><span class=\"nx-chip\">OFFICIAL<\/span><\/td><\/tr><tr><td data-label=\"Indicator\">G-SIB interconnectedness score<\/td><td data-label=\"Unit\">score from intra-financial assets and liabilities and securities outstanding<\/td><td data-label=\"Cadence\">annual<\/td><td data-label=\"Source type\">BCBS G-SIB assessment data<\/td><td data-label=\"Label\"><span class=\"nx-chip\">OFFICIAL<\/span><\/td><\/tr><tr><td data-label=\"Indicator\">Network centrality of institutions<\/td><td data-label=\"Unit\">centrality measure, dimensionless<\/td><td data-label=\"Cadence\">quarterly<\/td><td data-label=\"Source type\">Exposure networks<\/td><td data-label=\"Label\"><span class=\"nx-chip\">MODELLED<\/span><\/td><\/tr><tr><td data-label=\"Indicator\">Portfolio overlap between institutions<\/td><td data-label=\"Unit\">cosine similarity of holdings<\/td><td data-label=\"Cadence\">quarterly<\/td><td data-label=\"Source type\">Securities holdings statistics<\/td><td data-label=\"Label\"><span class=\"nx-chip\">ESTIMATED<\/span><\/td><\/tr><tr><td data-label=\"Indicator\">Bank claims on nonbank financial institutions<\/td><td data-label=\"Unit\">currency<\/td><td data-label=\"Cadence\">quarterly<\/td><td data-label=\"Source type\">BIS and central bank statistics<\/td><td data-label=\"Label\"><span class=\"nx-chip\">OFFICIAL<\/span><\/td><\/tr><tr><td data-label=\"Indicator\">Concentration of critical service providers<\/td><td data-label=\"Unit\">share of firms using top providers<\/td><td data-label=\"Cadence\">annual<\/td><td data-label=\"Source type\">Supervisory surveys<\/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-P01\/topics\/systemic-interconnectedness\/#indicators\" data-nxf-title=\"Indicators\" data-nxf-height=\"520\" hidden><\/div><\/div><\/div><\/section><section id=\"nx-sec-pipeline\" class=\"nx-section\" data-hue=\"finance\" data-tone=\"alt\" 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\">Canvas<\/span><\/div><h2 id=\"nx-s-8\" 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 Systemic interconnectedness 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-p01-topics-systemic-interconnectedness--t nx-dag-a-p01-topics-systemic-interconnectedness--d\" data-nx-z=\"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\"><title id=\"nx-dag-a-p01-topics-systemic-interconnectedness--t\">Systemic interconnectedness: N-1 security assessment<\/title><desc id=\"nx-dag-a-p01-topics-systemic-interconnectedness--d\">State estimation gives the operating point; every contingency on the list is simulated with an AC power flow; limit violations lead to remedial actions and a security-constrained dispatch that the operator approves. 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=\"risk\" data-tone=\"alt\" data-variant=\"split\" 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\">Sources<\/span><\/div><h2 id=\"nx-s-9\" 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\">BCBS G-SIB assessment sample data<\/td><td data-label=\"What it gives\">Indicator values used in the G-SIB methodology<\/td><td data-label=\"Licence class\">Free, BIS terms<\/td><\/tr><tr><td data-label=\"Source\">BIS international banking statistics<\/td><td data-label=\"What it gives\">Cross-border bank claims by sector and country<\/td><td data-label=\"Licence class\">Free, BIS terms<\/td><\/tr><tr><td data-label=\"Source\">ECB securities holdings statistics<\/td><td data-label=\"What it gives\">Holdings of securities by sector in the euro area<\/td><td data-label=\"Licence class\">Free, ECB reuse terms<\/td><\/tr><tr><td data-label=\"Source\">FFIEC Consolidated Reports of Condition and Income (Call Reports)<\/td><td data-label=\"What it gives\">United States bank balance sheets<\/td><td data-label=\"Licence class\">Public domain<\/td><\/tr><tr><td data-label=\"Source\">IMF Global Financial Stability Report<\/td><td data-label=\"What it gives\">Assessment of system-wide vulnerabilities<\/td><td data-label=\"Licence class\">Free, IMF terms<\/td><\/tr><tr><td data-label=\"Source\">Office of Financial Research financial stability monitor<\/td><td data-label=\"What it gives\">Indicators of United States financial stability<\/td><td data-label=\"Licence class\">Public domain<\/td><\/tr><\/tbody><\/table><\/div><div class=\"nx-live-slot\" data-nxf-slot=\"evidence\" data-nxf-kind=\"evidence\" data-nxf-resource=\"nexus:\/\/gra\/A-P01\/topics\/systemic-interconnectedness\/#evidence\" data-nxf-title=\"Sources\" data-nxf-height=\"520\" hidden><\/div><\/div><\/div><\/section><section id=\"nx-sec-decisions\" class=\"nx-section\" data-hue=\"finance\" data-tone=\"alt\" 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\">Decisions<\/span><\/div><h2 id=\"nx-s-10\" class=\"nx-section-title\">Who decides, and what the evidence serves.<\/h2><p class=\"nx-lede\">Financial Stability 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\" data-lv=\"ledger\"><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\">Prudential supervisors<\/td><td data-label=\"The question\">Which exposures need large exposure limits or extra capital<\/td><td data-label=\"Evidence this page serves\">Exposure data and network measures with sources<\/td><\/tr><tr><td data-label=\"Who decides\">Macroprudential authorities<\/td><td data-label=\"The question\">Whether interconnectedness justifies systemic buffers<\/td><td data-label=\"Evidence this page serves\">System-wide exposure and overlap measures<\/td><\/tr><tr><td data-label=\"Who decides\">Bank and insurer boards<\/td><td data-label=\"The question\">How much concentration to accept in counterparties and providers<\/td><td data-label=\"Evidence this page serves\">Counterparty and provider dependence evidence<\/td><\/tr><tr><td data-label=\"Who decides\">The Basel Committee and FSB<\/td><td data-label=\"The question\">How the G-SIB framework and lists are set<\/td><td data-label=\"Evidence this page serves\">Indicator data and methodology reviews<\/td><\/tr><\/tbody><\/table><\/div><h3 class=\"nx-h4 nx-mt-4\">Outputs this topic produces<\/h3><ul class=\"nx-list\"><li>Guide to direct, common-exposure and infrastructure channels of contagion<\/li><li>Method note on network measures and their data requirements<\/li><li>Brief on reading G-SIB indicators without mistaking them for risk forecasts<\/li><li>Questions for boards on counterparty and provider concentration<\/li><\/ul><\/div><\/div><\/section><section id=\"nx-sec-core-questions\" class=\"nx-section\" data-hue=\"risk\" data-tone=\"alt\" data-variant=\"split\" 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\">Core questions<\/span><\/div><h2 id=\"nx-s-11\" class=\"nx-section-title\">Shared questions the industry asks.<\/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\">What does the network look like?<\/h3><p class=\"nx-p nx-mt-1\">Who is exposed to whom, through which instruments, and how concentrated the links are.<\/p><\/div><\/li><li><span class=\"nx-eyebrow nx-index\">02<\/span><div><h3 class=\"nx-h4\">Which institutions are central?<\/h3><p class=\"nx-p nx-mt-1\">Which nodes, if they failed, would affect the most others.<\/p><\/div><\/li><li><span class=\"nx-eyebrow nx-index\">03<\/span><div><h3 class=\"nx-h4\">Do connections stabilize or destabilize?<\/h3><p class=\"nx-p nx-mt-1\">When links share risk and when they spread it.<\/p><\/div><\/li><li><span class=\"nx-eyebrow nx-index\">04<\/span><div><h3 class=\"nx-h4\">What links are hidden?<\/h3><p class=\"nx-p nx-mt-1\">Indirect connections through common holdings, shared providers and correlated strategies.<\/p><\/div><\/li><\/ol><\/div><\/div><\/section><section id=\"nx-sec-mechanisms\" 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\">Mechanisms<\/span><\/div><h2 id=\"nx-s-12\" class=\"nx-section-title\">How the risk arises and transmits.<\/h2><\/div><div class=\"nx-section-body\"><p class=\"nx-p\">Network research shows that connectivity has two faces. In normal conditions, links diversify risk and absorb small shocks. Beyond a threshold, the same links transmit large shocks widely, a property sometimes described as robust yet fragile.<\/p><p class=\"nx-p\">Central institutions matter disproportionately. Large dealers, clearing houses and major funding providers sit at the core of many networks; their distress affects many counterparties at once.<\/p><p class=\"nx-p\">Indirect links can exceed direct ones. Institutions that hold similar assets are connected through prices even with no bilateral exposure: if one sells, the others lose.<\/p><p class=\"nx-p\">Shared service providers, such as custodians, cloud platforms and data vendors, create operational links that do not appear in financial exposure data.<\/p><p class=\"nx-p\">Networks change in stress. Counterparties cut links precisely when they are needed, which can isolate institutions and accelerate failure.<\/p><\/div><\/div><\/section><section id=\"nx-sec-methods-and-limits\" class=\"nx-section\" data-hue=\"risk\" 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 and limits<\/span><\/div><h2 id=\"nx-s-13\" class=\"nx-section-title\">How evidence is gathered, and where it stops.<\/h2><\/div><div class=\"nx-section-body\"><div class=\"nx-table-wrap\"><table class=\"nx-table\" data-stack=\"true\"><thead><tr><th scope=\"col\">Method or data<\/th><th scope=\"col\">What it shows<\/th><th scope=\"col\">Its limit<\/th><\/tr><\/thead><tbody><tr><td data-label=\"Method or data\">Exposure network data<\/td><td data-label=\"What it shows\">Bilateral links between institutions<\/td><td data-label=\"Its limit\">Often confidential and incomplete<\/td><\/tr><tr><td data-label=\"Method or data\">Common holdings analysis<\/td><td data-label=\"What it shows\">Overlap in portfolios<\/td><td data-label=\"Its limit\">Holdings data may lag<\/td><\/tr><tr><td data-label=\"Method or data\">Network metrics<\/td><td data-label=\"What it shows\">Centrality and concentration<\/td><td data-label=\"Its limit\">Metrics simplify complex behaviour<\/td><\/tr><tr><td data-label=\"Method or data\">Simulation<\/td><td data-label=\"What it shows\">Contagion under assumed shocks<\/td><td data-label=\"Its limit\">Results depend on behavioural assumptions<\/td><\/tr><\/tbody><\/table><\/div><\/div><\/div><\/section><section id=\"nx-sec-methods\" 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\">Methods<\/span><\/div><h2 id=\"nx-s-14\" 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\/financial-stability\/stem\/network-science\/\"><span class=\"nx-mledger-n\" aria-hidden=\"true\">01<\/span><span class=\"nx-mledger-body\"><span class=\"nx-mledger-name\">Network science and contagion<\/span><span class=\"nx-mledger-role\">Interbank contagion simulation \u00b7 Common exposure networks \u00b7 Multilayer networks<\/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\/network-science\/\" aria-label=\"Network science and contagion: 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\/financial-stability\/stem\/financial-economics\/\"><span class=\"nx-mledger-n\" aria-hidden=\"true\">02<\/span><span class=\"nx-mledger-body\"><span class=\"nx-mledger-name\">Financial economics and macro-finance<\/span><span class=\"nx-mledger-role\">Run incentives in funds and banks \u00b7 Leverage cycles \u00b7 Implicit guarantees<\/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\/financial-economics\/\" aria-label=\"Financial economics and macro-finance: 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\/financial-stability\/stem\/complex-systems\/\"><span class=\"nx-mledger-n\" aria-hidden=\"true\">03<\/span><span class=\"nx-mledger-body\"><span class=\"nx-mledger-name\">Complex systems and agent-based modelling<\/span><span class=\"nx-mledger-role\">Agent-based market models \u00b7 Early warning of regime shifts \u00b7 Feedback loop mapping<\/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\/complex-systems\/\" aria-label=\"Complex systems and agent-based modelling: 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\">Exposure data are reported on different bases and dates across jurisdictions, and links outside the banking sector are poorly observed. Network models depend on how missing links are filled. Common exposures can be estimated only where holdings data exist. Financial Stability explains channels and measures; it does not identify institutions as risky, forecast contagion or give investment advice.<\/p><\/aside><\/div><\/div><\/div><\/section><section id=\"nx-s-15-sec\" class=\"nx-section\" data-hue=\"risk\" data-tone=\"alt\" aria-labelledby=\"nx-s-15\"><div class=\"nx-container\"><div class=\"nx-section-head\"><div class=\"nx-eyebrow-row\"><span class=\"nx-eyebrow\">14<\/span><span class=\"nx-rule\" aria-hidden=\"true\"><\/span><span class=\"nx-eyebrow\">Questions<\/span><\/div><h2 id=\"nx-s-15\" class=\"nx-section-title\">Questions and answers.<\/h2><\/div><div class=\"nx-section-body\"><div class=\"nx-faq\"><details><summary>What makes a bank systemically important?<\/summary><div class=\"nx-answer\">The BCBS methodology scores banks on size, interconnectedness, substitutability, complexity and cross-jurisdictional activity. Banks above thresholds face higher loss absorbency requirements.<\/div><\/details><details><summary>Why do common exposures matter if banks are not linked?<\/summary><div class=\"nx-answer\">Because firms holding similar assets lose together and may sell together, pushing prices down for all. This channel can matter as much as direct lending.<\/div><\/details><details><summary>Can network models predict crises?<\/summary><div class=\"nx-answer\">They show how losses could spread given assumed shocks and links. They depend on data quality and behavioural assumptions and do not predict timing.<\/div><\/details><details><summary>Does GRA map any firm's counterparties?<\/summary><div class=\"nx-answer\">No. It uses aggregated or published data and identifies no institution's positions.<\/div><\/details><details><summary>Is more interconnection good or bad?<\/summary><div class=\"nx-answer\">Both. It shares small risks and can spread large ones. Structure and concentration matter more than the number of links.<\/div><\/details><details><summary>Why include service providers?<\/summary><div class=\"nx-answer\">Because shared operational dependencies can halt many institutions at once, independent of financial exposures.<\/div><\/details><\/div><\/div><\/div><\/section><section class=\"nx-section\" data-tone=\"alt\" aria-labelledby=\"nx-rel-16\"><div class=\"nx-container\"><span class=\"nx-eyebrow\">Related<\/span><h2 id=\"nx-rel-16\" class=\"nx-h3 nx-mt-2\">Around Financial Stability.<\/h2><nav class=\"nx-related nx-mt-3\" aria-label=\"Related\"><a href=\"https:\/\/globalriskalliance.com\/financial-stability\/topics\/nonbank-financial-intermediation\/\">Nonbank financial intermediation <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\/financial-stability\/topics\/liquidity-and-market-stress\/\">Liquidity and market stress <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\/financial-stability\/topics\/contagion-and-fire-sales\/\">Contagion and fire sales <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\/financial-stability\/topics\/cross-border-financial-risk\/\">Cross border financial 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\/financial-stability\/topics\/crisis-management-and-resolution\/\">Crisis management and resolution <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\/financial-stability\/topics\/stress-testing-methods\/\">Stress testing methods <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\/financial-stability\/\">Financial Stability 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\/financial-stability\/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-17\"><div class=\"nx-container\"><span class=\"nx-eyebrow\">Financial Stability<\/span><h2 id=\"nx-close-17\" class=\"nx-section-title\">Bring your expertise to this field.<\/h2><p class=\"nx-lede\">The current service level is R0: information and enquiries. 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