{"id":198,"date":"2012-03-19T16:42:37","date_gmt":"2012-03-19T16:42:37","guid":{"rendered":"https:\/\/karlwhelan.com\/staging\/?p=198"},"modified":"2012-03-19T16:42:37","modified_gmt":"2012-03-19T16:42:37","slug":"output-gaps-better-with-hindsight","status":"publish","type":"post","link":"https:\/\/www.karlwhelan.com\/output-gaps-better-with-hindsight\/","title":{"rendered":"Output Gaps: Better With Hindsight"},"content":{"rendered":"<p>Twenty five countries in Europe are expected to pass the Fiscal Compact, thus committing themselves to via an international treaty to having a maximum cyclically adjusted budget balance of 0.5 percent of GDP.<\/p>\n<p>There are two steps to calculating cyclically adjusted budget deficits. The first to to figure out the gap between output and its &#8220;potential&#8221; level; the second is to estimate the sensitivity of the deficit to movements in the output gap.\u00a0 Neither step is trivial and sensible economists can arrive at quite different answers.<\/p>\n<p>There has been an interesting debate in the US blogosphere over the past few weeks about calculating output gaps. See, for instance, <a href=\"http:\/\/economistsview.typepad.com\/timduy\/2012\/03\/the-output-gap-debate-continues.html\" target=\"_blank\" rel=\"noopener\">this<\/a> post from Tim Duy.\u00a0 There hasn&#8217;t been much debate in Europe about this issue (partly because, as the folks from <a href=\"http:\/\/www.bruegel.org\/blog\/detail\/article\/708-europeans-cant-blog\" target=\"_blank\" rel=\"noopener\">Bruegel<\/a> put it, Europeans can&#8217;t blog!) but if anything the issues are more complex given the variety of different structural issues facing European economies. Certainly, if past history is anything to go by, there is no reason to expect cyclical adjustment calculations to be anything other than controversial.<\/p>\n<p>For example, see below for the Commission&#8217;s estimated output gap for Ireland in 2007 versus their latest series (data source <a href=\"http:\/\/circa.europa.eu\/Public\/irc\/ecfin\/outgaps\/library\" target=\"_blank\" rel=\"noopener\">here<\/a>). In 2007, the Commission estimated that Ireland&#8217;s output was\u00a0 0.2 percent below its potential level. Now, with the benefit of hindsight, the Commission estimates that Ireland&#8217;s output was 3.7 percent above its potential level in 2007.<\/p>\n<p>Interestingly, the Commission are projecting the Irish output gap to have disappeared by next year, despite an unemployment rate of 13.6 percent. We have yet to find out which body will be charged with calculating Ireland&#8217;s cyclically adjusted deficit by the fiscal responsibility bill required to implement the treaty. However, I doubt if they will agree with this particular aspect of the Commission&#8217;s analysis.<\/p>\n<p><img decoding=\"async\" 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\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ezhzF39TPXaJlpoJKQS+cAYHFHhcn4H9b6xAA9FsqTY+\/XAeDVZGpP05N+VOJV39XV0SntOzPa1Vjs6rzdxMjo1DUZT1cbMnF4ty8OJSJhD6\/9ZkJcWl6J6wor9\/BbQrGoLP9+bGxCVuIJ\/Zl20oEKgsacfojD5b1xKBRyO5oS4i7klZXa2xhE3C4XikX5mbcuXL119bin5XLXLm5HT+\/nRb6WiuIFmj58AShN7YtDsUgg7Lp7LSH57qN92xet3hMlFItqSx\/Fxl54knlZ18Sylvvb90HPNVbr91FaA\/NZN\/viUCwU8rrbrl++lPG4zMnezDc6QygWleRmxl5MzIgL05+1VASAV62nrJZSRvNElJYn1\/riUCwQ92TfTo6\/kXE20NHW0V8oErFqSy7Gxpbmpxka6eezRUJxV1ri5Rv3Hvtvmb8hkJ6J4Q\/ij44d9ePpG3kA2p4kKqjoNIgA4OzejQ47DrisMHM7eQsAWh6pqegVtIoAgFNuSmscxh1w+\/47xVsFDQDyr4QoGdhKn3M+a+cyQ6LsZ2pG3KkCwM6NU9Ge1dDZwRP0fvo211E6kkJpfdqnKjIvjR89xv9MCgAJO3fqlCkPWQBw5\/SuWau8A13tlvtEAoC40Wi61rXHv73throsWuhGz2y8u+dDvx\/1c8ydJwCacmLlVQ2k01xOeKxa7X54y1Jjn+hMAOLGLDU1o4puQNRupq4a+4DOQf\/s0nTl78dsCzoHAMIGXVWFKwVtAEpvnjCZ73Q8YJPV2j0AAIGtkc7p2xVCCf\/ejatXb2cf8Vi+xC2Mlh6KUs\/9MmpM6MV0AIK6zClTlQs7AODaEabxIjfpZTKfi0Mx25rWOOxuKjSa9MuSbdKvwnwbfaWw6yUAOgqTVDRnNIsBgFuZ3huHEkF733SgzDMe06zX0tXG6xkycZgW6aE\/eyUAIeuRno5JcTe45amT5ZVKmnmHXJet978AwGmOxirvU9LLCxoeaKqr5tE66+mUl73txj0AmvKuaBra8oDylCMKKox2nmCL3YzAi3kAb7bWxP0J+XkJ+3VnrOwWChsLrk1T0XlUz6Orh5KUYxqGM7sB8OotDYxSKnrEHSVqk8bfKW2LD3We5xgKIHC9pe2Wg531WdN1GEUt3UJO3Ux9zUtZlNZlfdb1Yy5G8zcA4NU\/0NExrxaivShRQV65qr0nwNFuS+hVAOusVDb6xwBoenBeSdu0le4l\/poLEtWn69TxAQl3kaVxRFothK2MaePO3K3KvhhsupgJIHq3g97crQJ+m4W+UXqdSNjyWHnihGuPafhoUpoRM\/bLH6NvF0N6kkrQYqWu4Hsuk89tsVCXP5JSfPeU51SjxRye4PI+p2kWS3rHknLKDDSU7tB0sjQ92v+7UYrpJSwAIpFY0FyoNmHC+ewabnOJqsLEW+XN4czFxkt39gj4QRtm2WwNKU6P1mIsaOML26vvqymr3y6l4eeipuLbk0aN2Xc+A70n63pWmKlvCIwV9nCWmaowT6WWppycqGLazOnJOR+gqD+nqrJQX0fvXk2nkNe6wFT75PUC6j08SY38\/sufL96r6O2hp9F02qTg+Ic9nSxjlYmnMspvHnZRNV\/O7RHE+K7RsF4lArrLU5TUdSpp+fkUAMBtLJj+ww\/b98eh98SpxH2Jme2WEIGAt8POcOmuSNaT6+MnqZe1cKszoidM061hsReaM+Lz29Fdq6U47mwaDdvE1uUn\/\/rVmMOXsyG9HyTd9kbKWw9dFfI6FxgouRzr\/eX+7lkfXWuH364mZplrKcbl0PN5XcittVIab7\/9GACJWCSR4LDLYr0F23oEgoNb5zGWMaUX41bc0VBXL+UAoo7Fpjohl3KEQuGetbMWuBykpY3XNmTi8EFcyMK1OwAAoriwXVqaOpraesfiUgGwi+\/PNdY1MtSZv2Z7c0\/vaUkBK992lnURrZOhL+7fut7rMACIusPcN2rqGmrrGV6++wRA8d1EU11NAx3tdR77+AB6WndvXqbPYJiYmZ+5eo\/GHiozzs1etEqarqnnDulqTdfU1tkbHgegq6FwhY2JEcPAcsHKynYBIIoIYurq6DOMjfxOJdGYR+nn\/BZv8gQACGNC3LU0dbW09U5dvQugoSB9tpGOkYH2oo1u0pH3+UlH5i3eROd8FwBAW0nqrDnzGvkA8DD5nIG2pp629vaAE2JAyKnbuthGn2FkaDU\/r6YTwI0z+3W0pmtq6wRF0rNYzP7Nc7\/7WcHG2sqYwTBf4tgmRmX2VX2t6Ua6Gku3BPMBiDp3rp2lY2CkrjMjraDvWwi3ym62ZVY1LZ+NhJtnav6iqDbTyoLBYCzcugdAVtJRDQ0NXQ0Nl4BoAML2qhW2hoZGRjrm9kUsPiS8EOZ6fUOGianp0Rh6zlLG+m36z5hx1jYzjY0ZjNkO5R1oLcu0MNBkGOjYLHNrEwIQ7mcuVdcxVNM0SLhbAiD2qK+ejjbDyND9UCwtp2v9Vlt\/P26y9cwZxgyG1QpnDlCaGaejqWGorbHS9aAQgKDVZYWVrqGRhq71vWIWgOrM83Nsl9OXhkiL2vv1f76fYWNtYmzMMJ+TVc3lsYsWWOowjAwYs9ZVdwgBnAnaoqqhq6ahFX4lC0Dm5XA97ena2tpeYedoeXVEeq\/+5ofxNjYzjRkMxrxVtV1gFd0x0Z3O0Neeu8q7o+++zkk4MH\/19t+uJm5xsDW\/UUDPCh5FN0+N+vobUysbExNjBsM8Ka9O1N24dgHDwMhIy3jh47reU0RdNVmzZ82q7ASAgjsJFsb6DAZj4codtZ00DX9\/XUMmDsUiIf+ZhbY5rey2rmdfTQIW6\/cnRiViPp8vpvVLiUgoEAh+O2grm\/X7Frgs9u\/Wx2GzWJ082n6hkZKIRXz+b0MTezpbmtuf\/bYheW4dkM4WNquV5uHLzz0WnS3s9u5nfgOX9Dz7WIiFAj6f\/me5RCLm8\/lPH15Rdwe75Xc3k81iPfvgd3c0t3TQ9h29h9fN5XSwpFrapOfFJfwuFvt3bytsFov3u7c6CZ\/fQ9NzUsLr7uJ0tEtbaG7r6D01z2177n5gsVjPttDCYrVxaZv4yOfxuNzO3vuB3SIU994Rz70Ym9kszm+PFbram597pVDB6+7mdHb0tdAmbUHcw2Gxf\/dZmM1iPX3ZiEVCep+Tgh4el8th994RzXyh9C4XP\/dibG9mt3X9dlwBt5XdRtuEvx5eN5fT91g0t\/a2IOKxfr8YzXMv3t7nJE1PSiG\/h8vlNvfdETx+77sfi8X63SAZ6Yv36TEFXJmvXiQ1ZOKQIAiCIPoPiUOCIAiCIHFIEARBECQOCYIgCAIkDgm6CIXCW7duXSOIfpCcnCzzfdyINx6JQ4IeFRUVPj4+GQTRDw4cOHBN1pvaE288EocEPUpKSuLi4mTdBfFmys7OTk5OlnUXxBuOxCFBj9LS0pgYetY\/I4jnpKenX79+XdZdEG84EocEPUgcEv2HxCExAEgcEvQgcUj0HxKHxAAgcUjQY+jGYUNVSWFh4bPLzHVxO3sXNhML66orCwsLCwsLOX1rfNVXlRSX1\/ZdVlxcVMTpW\/Wsh8MuKpbuFCGsKi0uLCwsKS2vrWMJ6V7BfKBIigsLC4ufXWBaxOH2rism4HEry0sLCwuLiiv6\/lVcXFhY39p7AWF3a1FR6bPlhPwe4TNLxnV3v+yyeSQOiQFA4pCgx5CMQ1GX7\/blRsYMCwtzLX3r6w+rAYi7qrUm\/HDkRhGAtuLUyQoTLCwsLCxMDKwc6tq5NyP3qmvp6Oto7tgfKxb3+G5aoG9kbGS1pK5L0ll5f5axnqGeptOeUyJ0OS+eY2E5w1hn2lh5kyb+izoZfDpr8+xmG5tYWJgZ6c62317f0QOg5OaJnyeolHcBQNJJ7wlT1C0sLBh62qvcDnV3dXitn6tnYqGlZXD5XgWP\/WSeuZ6RgdZqZqgAACRZV44bmS1jiwBAxOfs3bRkrWfESzZD4pAYACQOCXoMxThMifA2nbe2rQcAHlw5FRp1DUDGpSNmhvprXfwB1GbG2G\/fK71wyGaHXSEnXVatyWsRQ1huOWPxlbioxUs3AzjgsnjXmRtn9mzedfImJNxZ5ka3Snu3+g52XRkYTdsmtwNI4LFypmPAOen\/HAvYfTO\/HkCoxyZ9PUZo9G0AUcHOe89Ld2sR2M+wPX0mct0aNwCPrxy027DnTAiTGRoP8BfMMLpZxq3Kip9rZajPWMwWA5BEHfTUUlbe5HHsJbshcUgMABKHBD1eIQ7j43HsWD\/+99LzPZjL7eMfNABIvxZ7\/GREUuYjAJuX2MZcu7HAjHGvQdRVcl3L0DQ0NDQ01M9Mzzwxp1IkBoD7lw\/uDDwZdzJwk\/cpADlXjzv6BLpv3BCf3QDAc+vKE9cKAJSnRRnPcnj5\/SNyc\/v3jjl2DNnZL9WJuL3Qbo5DKwBBR3TE4YjTkfk1rZLm\/NnzV9y8GmU8YymAhMNM0wVrQkND93g6zbBZXdcpPfMpPui5Kepqqs\/mNWfvlAPwY647EJfD7+kWtpetX7y6RgAA3d3d2ZdPbnE78JL3DIlDYgCQOCTo8QpxaG6O0aP78T8Tk5fs2XvNovAbxQCuxx53c1ymZ7e9pe7RxB9GG5tbyH8\/evvhm6LGLGV1DWdnZ2dn58u3H0mvlRR10MnFq0OCO6f9NnqcBJAVd3CT7\/7djhvjcxoBMDcuiUgpAeC7cWFgTObL34dBQf17x4wejT17XqoTMbdyofW8GiEg4YQFei+aqb\/96PW8OP9vx04wNzf5z6ix9+u5tyO9NUzmODs7b3ffVVjbAQDCjkAP5+Dj5wF4rF569k4FgF3blh+8nAtA0l6yYv6K2r7NhTLPH3RkkjgkBhEShwQ9huLJ0sc3TmnrWyWl57Jb2uMPMOeu9wz12OzkHy0UCpsKEg3N52feilu8xeeZawiP+jp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alt=\"\" \/><\/p>\n","protected":false},"excerpt":{"rendered":"<p>Twenty five countries in Europe are expected to pass the Fiscal Compact, thus committing themselves to via an international treaty 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