The paper can be found here: https://www.researchgate.net/publication/221447101_Capturing_Workload_Pathology_by_Statistical_Exception_Detection_System
Here is the resume:
Problem definition: The Servers workload pathology (defects) such as run-away processes and memory leaks captures spare server resources and causes the following issues:
- being a parasite type of workload they compete for the resources with the real workload and causes performance degradations;
- they mimic capacity issue, but they are not a real capacity problem and just spoil the historical sample and causes wrong capacity trends as seen on the Figure below:
![](data:image/png;base64,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)
To fight this problem I have developed the way to capture those defects, report on them and then to remove them from historical sample to see real capacity trends. That was implemented as a part od SEDS application. Detailed explanations are in my CMG'05 paper "Capturing Workload Pathology by Statistical Exception Detection System"
"Capturing_Workload_Pathology_by_Statistical_Exception_Detection_System)
Other good result of implementing this problem resolution was dramatic reduce number of incidents related to run-away and memory leaks defects. The chart below shows 2+ time reduction for 2 years:
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA24AAAIRCAIAAAC9MHmQAAAgAElEQVR4nOxdK9iyMBglftFoNBqNRiLRSCQSiUQi0Ug0Go1EI9FINBKJNr8wnWM3xh3xnOc8//+9uBvv5nbcBaz74wHmj0f+eNwej1v5yIrH9f7iORV4MSYTiybIMmvCpuFBEARBEARHoDW5jJtWPua18tFcO174uK2FIwiCIAiC4Ffw56SkkXw0V5Bq7QgRCYIgCILg4rl8KcnNPmZ3hYLsY+oR2hEEQRAEwZ/iYqWkVD72tXgN+QiCIAiCIJgtTEpS+XjTyMeejs5IvQlZCYIgCILgT3EJUjJ/PPKqfGw/ASnoTkxAgiAIgiAIqvitUrLPw9d18rGdZyE6QRAEQRBcPL9JSg53+Lr3eUfMYoIgCIIg+Av8AinZ5/bHIeUjCIIgCILgr3GmUnK49WsoSBAEQRAEwb44IykJ+QiCIAiCIPhdnF5K1q9fQz6CIAiCIAjOktNIyYEmICEfQRAEQRAEx2QzKXl7pL5liCBRyEfdAyDrhOPlcnEsy7Ic9yxXkOIdNn8wZOpalmU5YTZ99YAgCIIgCM6Zg0vJ3iYg08c5faTpS+d5WgUpyscmU5ULlZLnwLIs99xrSBDUUvNNHIG0JU9bDBAE++LkfRoopWWiIIs3xY+yLLEty7KcKJfsgBxu/XpIpyxQSuZ5HtqWiUA0DwmChJOPLirSljx5SUAQnISTd48/QstwPtJESooTkN8jH1lCSkJKgl9PtGQQBMFxaColVcyyZE+E1+2R3TsoSPX569GdAimJARj8eqIlgyAIjsP2UvI1AZklu/fmRVE+Ht29ZVmWnYja8fWRn57Tx+V82lmWZQVR/tre9Iao5+Q6jw4bdKdmlEvuVgjWIAue58CyrH2SswVmB61jdVfpPsn5FF4q3OSuX4xjp5Kon5qUar/fc/csKYw0fSFkfQGkZO9U4mrGb6/mZOAT85DmNVJXp4pG8roLLlm+sQm+MmqNzG1yzpcWzKyFS0Luk1yjvepc14M3zL81Jg5RteRX+naClS8QBMG+WCMlC0E+vhTke8rwrQLfR6o1B66rc5DsNiY6PBwrmkA6nMh0niyWOCKKo4tiYGsgJXd+8JFpdHx6KScRVS31FlgGd61JU+IKrlS1AlHjok9IwwJI2VxK1vukQZuhgUVUi/T23iewUnO8G8lZlrKfynNkUjNtje+fajvZDdQIfVWaqq+Mk0ikpJHrunrDMKOrgUNIvyRtydeqlARBkOVwOgNcPK0GE5Cyp4ifToyUlK1ck8Fp5+fsKvZLgEq1FzPA0CkKZmwTdd57FuQd8TP/wY5V7yxkwlSaoJGUlIyIQnlqi2R814obZwd1Rak6L3AbF0BKdgZR5itBShr4xDykeY0o61QkM/cmy527TpXNq1Tvwte3RuY2mcAyz5unKXMIW/LmruvmDeOMroJD3kNgxSF0aMSxGxA0p35oAEENLY18NDmFnSSJXkqe44AMBuwOyLN/sKQzXsIQLixI8TrvPSxxMoXXKK9gokR4Z61VqzK+ZYd87lPISCLRjO9acY+f2/x4UlGqjlKyQQGkbCEla1uCccgGNaLwnowS6aO5TvMijtK0xp3CIYp5VuGLYJCmKqSowo1d194bpENgM+LIyUHWIZVRkHGIKi4Igoas6wBBsEJLqSDfTUp/gEYuJZko9EmQdMx7DySVqRdBz3EfURXCp0bGvxopo6OgZppJyYo80iu213hJlxrN7ppTIfI06VAtK1VtwfQhmxVAyiYL3BqfUD16be49oxpReE/TbDifaHxl1lBV2lq1o7eB6iUhdbVZFZ1NXNfJG02/NZxkVDlk/GM3GIBBEPxNWhUFqXoRtvrkdUVKyo5gZ3S2gxuwJUu9UvXGCbuK2Wm0qG4XayklVdMwGvDL+rV3rRUNnPqRl6rjrGSTAkjZWEoatISG3jOqEYX3ZJT7pPbkilJKqlqj+YSuaZrKiMq5xnrXdfRGs2/N5xdFMS8pSTj5fNIiOVtXsyXhyjZmqwPBaWnplrANHuLD7pVUfvOrSkIypiqlxkMYIaTK0my0UB4c4VIYWUrW3rX2HrlExpeSuruoDaOSkgYtoaH3jGpkTCmpPGXCO6SBlDRKU9m85y8lr3d+cvqqcAj5aOxZyaJGdoBdKHH4F3KcpljfVr+58OAMaZEm0voZkPQEt0Z4VUcU0uPLzzKrZUHnWUnhyOprGOu4V1IhJZtI29q7/sFZSYOW0Iv3jOpUym7iSd0aFXslDVxnmmbjWcmma+iNvWGc0fVuJCXpyIe9kuACWN9xNWfvJbkq/gZ/hFY7BflpW8q9XBV+NjyRAY97NIlm3xuvVEz3SrKr6p+joOLT7HqVkvpthQZZS+66zV7JXqXkgHslRQ+Yt4Q+vGdSpwq2F0/61thOSrJp0sJXv6EvRWW4V5LEZQ/HNPUGmwJJUOqN2gbGkrmdyknta7UMV1nuIPjtrO/BmtAkL5OLV/rdZLudulxqy5ApEgTnSaulgqTUbVkTgwWuLxto6dKzMLjy+yxbnuBWTnuYPW9IRoXsUB92Fu7F+K4bn+DueVayhxPc0kYieSiMeUvowXsGu3iV7DIP16Q1ms5KVoQUCUO+qmyaV9Yh1du8VqvjWrnyyp3t6KnrrkLuLFVijnpDzEgakmR0vctnJVVlgJQEF8ys+k03CclRmlRd16dL3KRghsVWpQnOk2opqVeQlGZSsvquC+XsFDuuM1H0D31UP1fynZH8IYLVHVp9SUnFk/zoiC45t25816rownMl1VKyduJHEdK4AHJKnoPIPkRaIiVrfdLRe9IaGWdWsmRaY/HIXlS0RrO9Aa1auPKR6ZKQ5MR08SLruitTePf8CXMtHufi4w32Ok1hn+TEZG5fl9G1EI7dFO+iFhWHsLnTXEYiNyhqPgInYVH9ex58N+M2sUwTB8HBaKnkI1WQNUkYzkremb1cylVm+RssqqOyTOfJz9MYvRFnF6eCcuooJXXne7hDEsZ33extN9JSVZ4XrX3hoTxkl7fdKF7EsouVJ7jrfdKP96oh+5WSRYWfWcnCqDWqlBOnvahKM09TGdgPREWoOcrzybqzlDTMSOqQl/MFKXkt+Jb8uWInYwuF6t8s2YuquNLAP0KVE0x8Lg3cVK6B5pT2liNl3Y71XT1oREs1AWkwmj6yuyAldZWk3lzPJsIOcso5v7p3cJsoPOUjrDtLyfsjE94mrH46usldy9PkpxgLplTCd+YzGcYFEHKpOLNamPpXJNc3FQLFmRhzn3T2Hu8lgzqVN2aZk193xHxUkZKFoJze4ubTGkn/aCwlr8ZpElKd96lKhSK8FnLX6QtzbSglTTKSOiRTl6Fyj3ZynU5Kgr0TinCGVP0SGCl388GIHTQNlWV3AbpoCWvVL2H3RTL260Se0fzWctj7XS/gZ5m5Txr8hjFzUb8Ovz8yzfoa5ZwW2t5qrLLEDA7OedT+l3E23xpwAir60nZ9OJuIaW/fNq+ZDrt90BpcQb5Jpkbk81iQkpMXphHbaVYTsj6pC2ny6IDxOf1WsDpyB1k+PyOZk+/TjxZNxxXNGAOCIMepe6Eh2Fd3PfF4Os5Q2/dkkzWWv2SPk6T8XlHVhYu86xGlpDxkq2K365sadHOTjxwMKye13xfZrcw1Y09fw9jUfgCXz9l/Gfu5tckLM+jdfY8wfY2APQ6IU4jCdhxcSrKbn5Rb6xYpqmqpWqLVxxq4QfTAaaVkW4rdWbtYteylbO3SIazsmuUg22Xb+k5BEJwnu3eSHbuv+bPTgNJ9KByCQ4771tCl/xzd9VNlsL5lwXfwu+66d9XY0Sff5b35UTxTL546Zzl5zw6CYBdm1b9b8No5BXBiigN3T0P54FISfJGTX3P71TLavOPPs90Y0Es6IAj+LKfqNCbvcltyeSOdOIj3Mqy/ZiUnXw8FzSlWf19pqhqcYZQWTbkvV7wTn7ynBkEQBJfB6Yf7Mcf0zoSU/Hlqmp2qCU6uI9802nI+ya5tTTGm7iJBEATH49QHaBr0z8yV6YfmIcb0wQgpOVcOPb9tntFdSGGIshmztueaT0lAEARBKScZNcz78MqQN8Lo3I6GxeuoNwwUi3qv5Gx9tzxyHobDv5mTd9AgCIKTUNMlTt4zg4NOXeHYDQjOnZOPECAILom1vc3knR74XYSUBMG5c/KBBwTBJbG2t5m80wO/iz1ISfYh5CYPqJsTPy8drlxvtJ1Rszwt/q2K9WYcO5YVXHVXSJnfj3yXp2DRN+BN7eH6Ao/PyftxEJyc3BdzYdn1wjh22DdCzYrf4k9pOScfAmZN+uIx1bj5CfCWLuKVMfnaK9nhaIgoInlB2eKgSV/L+WKa50CQuQopORGJP9l2I16BlDTk5H0oCM6ZkJK60mbJ7j2KTV6Yr/Znu3JOPWZNP1YKYFTK3KRk8ci6zEp+dCT3srXXa0jeanKqWqlKyTx/vSxuvjOmxG/sO4HEK8UDUrIp++sT+WS/7hZAkBJSUlnUt478Iimp6Tq4bsSwt+mrC5q8//8W6t5nyw3oS5KSVK+olNlbaM5lwo/W03ylpDhpKplGfTSSkiYdx/BEV9KVk49b4PIIKaksqiAlZ/i1/Z5+9VvKOTWZdW3WUZU33DLzSkef11filTFp3YpHU9LG4Z6VYT4S209bZNGd3H3OX0qKEvBylIrCmm+mItabzJyxVOvTyeZK4oqZ5k9e3Mx0hdoC15WnmoITZnwU9yLJlPuF514qV2p6NPqVtpPqioMT3qq//26yWJXrTMlvRiVXkneUJc4619cdk6O87mpy+XjDvbCjGv8RzUUyBDLuvXI7re1EE/go1IV07Bc/VaZZF5jbwKMSQOLbzC0/7RhyiNz1WuRc8F8ZvcZ6I4hySUgxtRZS0rCmTEpl3uok/nyHafbd13cjwneWekb69Rc7tBYSzTAvk65Gdu8yzwjNTHYjRmTGtTf49bomd6qund2nMckGI4Xg65hpmDHRhfsSV4DfbvwM8a8ruoF4WLaRkq8vm51c9WLu1SKdMHtru9eV4MrLvo82bdf6he+/eHJFmo5yryQfRWy1zL1wgZV3oa1mUUoq5hfbL3Ar97Yyd/eJzt6y4vsj1y48lQU2KU81BcfzDmJwPndJV2jt4rSFlKyuOARRrl5KkF+vL7nJmCof3izLqvbFJnX3lhGVujPPhe3vFKO+E2Zm+oB37zv6zSTwRytoWpFe32gCy9QJny+nxiQ3krUJOUTutVJy5wdijlzj1DeP+vL7gbmUNK8pw1LVt7pMm6AoJTNZ4sz1mm7EuJZb+7O2S6wURj1WUnDjmm5BttKB1zczXW9s0M7b3Km6do6sONaoOjbrzpnq9Z+oBEgx2BoRr4zMNgvcsrMgEkomAhn5JW0rFUeoq+cqy0UELWEzKanMVxqM/REjybrS/jpISenMUCMpqT8j9fnOfG7/E70S9x2S9by2BcsLbFqeagoKyP2jgn4kEw/QsbGaDSdmJa8Z8j8DySvl6kD7SYEJqVBa72GYTeG1hGeWC3OblZJ/Wp0ws2joXqlP9HXB352IquzQB2Z0trbWmBusyb1VyCFyl1dEk8bZoBF2/gI2qCnzUhm3uv6lpKzw5rXc2p+kP2yWl7E/TeqoVe+t1Bv68hvlxYZU105VUXBlY9L/jFA9ZKqVUkKm50A2kTHxZsLGUrLRSvGrEfAyxURKvt3H1MSnjpmL729+xY/vi8L0b/0J7upaKn+RKTmjOGVfm+H2Kdb3LG8wX4OKPn5d59caztzFlwd4sU6dLxOd+gJ/HGVcHvGWSb/Jr6CdBU1jfZQE9x1uJCW5fffisPEqpIGU1Je8dlhli83c5ic7JmXpSPAZNkTRaZhLZSH7LOZbrxJU7mUHjI9W0NdFZbbmdSMq92bVyQZNCmwTkk7ZvvfPSVzB3UjTkEPkrqwIWeO8CvMuTRth5QsoaW98IjUtRFtT5qVq1uoUx266SEmuLgxr2dyfqu63UV4t/amuI2nvXdEG72RNhg9xEo67zt2pePGTglA7bKbyKIrrfWUqZ2WgnMvJEylNpWSjjZKUVEpWl7zrpSS7hs6GFBUhr1YVNJSSogblSiiKIcXq6nC13kBK0rtgvnjcrUl+ZtHAb1+9a8cNKg2afjFqnC+Rkmx5mv3sU/zI49uDkDK71cZ0gVt6a2ZSMhNHa3XJ9dqrbritjGqfurtUCsDWXSW6dl+dNBdxjVuczDAUCuyIVZGAdMiUjVjizepWft+xVIHJV54uhlaKweQoXhcrV3nLxiGHyL1pqSqNU7Zj0rR5cJWiqHeRhjXVqFTNWl3vUpKpyoz7zaytZXN/1g58JM3a69r+8DOoqbrZVx2d2RQa9N414512Wa/Zneo7edkwVEmH37PYS6Y8qxPkE+tI/VmUrMVeyXZS8pVfrZS8VKpBuif3pQneaVKJoNcHijQrUpKG0S0c83NyYgUr9332xMZSUt9rSB7qxGnE81uFnF/qmfiQVS2GBSaObVwe1Zq+cKBEl7J8FllGfR/d8tiN0VEYPSUK4J2dZIAhgoOpu907u6ugOGt0RjUXcY2bO9PQYKSvnqIQR02N/lCpLj4pO6kNrLpxzjncIr5yP5/5Hk0h5BC5m9wp69uKkGrYPDR+ZpPVSEnzmmrbaA1ancIDqkSk17XdiPyMWiYchtN3aDtl+m3yMhhrXj1bAxnauQ9UbmDT6j8uQe67U9/JSydfatYhDdxrpv7FYaj3Rc4hDjo3lpLs9N5AUtJILcl0hsbvJlJSKIa0armGVXsvvbPBCW5xiUGMIjvxXdld8A4Q0CO01Q0l4pG92gKblqem/JLOSJOy8YHH6qyM+tOepaTkiKL0ty+P6qhWrTs6y87WXWUdnImrO+vAjpGC3JGuiynHe8Vuy4pakklJ/myH9kQwl5T5Erz6MAQLSfE0HjMPOVDuvUhJk+ahqRTDE9yNNks0aLSNWp3ggTbffU03otyOz4L0fp07tAZ5GXU1XJhGh2Za/pyua+eN7lRUdfLcBeHI9M8mB25aZfqmdAa0O4dQkO2lJBWI+yQ3FJ3ConDtAncjKals/WzDNVvg1k4ocoVvdISoT7Y4dtNUulUeC8qeGfr8NqBfofqG/hNSsrKjSCslVaO1ZL8/v9mfSb9+lsUJb8q62zHpK7SOLhd2jVslTA2kJB9+HClZMyvZRMzVhq/MaRmEHC73jlLSsHn0KyVrZyXNG22zVmciJbO6775WShrW8thSUvRnJrnrMWclTe7iFb1XVceJOa5ZNnVvUympOLPRAweUki1Ko9rIqKh+UcKbSklOjd3qCiZqStp2e5CSTWclpYn0wMZSsvmCcuUR9Ozvgc8s1/tb0eJXaY8L3OyWppqU2yxw658rph5OPtcbjNZSKSndy8UPjZl8aHQvn7q7KupOMn4b5MKe2jnKhKmplKyWXLvAzQcef4FbT/nJX1lempCqwzQ95i69U33jNG8eugXuvqVko0bbrNU12SspfvdVgaVdIjdMcPeo7SoNfxsr8+KonAkbQUpqC6YY3Ri8ymB6p/WdvFitZ1Vpe85UcM5M3jMip3JWUvz4Jr/yWSyrXCf3z23yYB4/qXyu5NtxZNGcnc7kymZI9gHp3BWNlGy1V3LWUpKWreExl0+N7Pxgz97Oe+/d+ymJJr+Z+jx2U9sZ6feDa/z2oewAjWw4qUgN6bnXLtvR9CGloxcXhT7F7TWzIqu7drmwo/hu99msbCJ62h67kRzo6eXYzSsL2WOSTPbqnYvcdyI2QZXEMQk5XO6SijBunI2ah/7QjElTMaypRqVqf+xGvlfyM6t0VX332/4KqtZR1w6tgewTfpkLGdUfu6F1VD9gNZGSeZmHe4/NSBS+zQSukaqTrY5WZ9AGyFTHQVeo9WQLIC1JmwXuG7MK6V4kFxm8nk9elYyVi5XUztyViuisNGI/zbTij57OIXHZvZJMam8peavGanCCe9Z7JT9lq+7hlT18p7JcK8zv0k+5b5fJa75lBW5WniZLJNJTcsLDgEy/8OI2UHZF492tVFt+ywVu+VhSDZlJhlu+kNK64wXW2+36sZPLhS2YMD1gtLp9FeqCZlf3MCBJ+mIr4sdpxTGIj2io+OQVWCp63i5SPKpQ9SDAyuGn+pBD5K6WKTIpWTaQktLmIfdz7cOAyg/FFISe5/XuKOkydH2paludgciu/+5ruxH5AyXeY4r8udaWOJEhpCCjaV6KFWd5V2NYR017b11vrH6EpHAGV3qnV3myur3+4iMttTuy5JnepJlmlUS4+TLNRN5s2VJK3oQlpM/NV3//sVGY6v9oRLYmGJ2Xem+nR7mY6eeiVNSyT+rhpGR1pvMjJYUSMhers83Vi+o391wq1xuxsTKTt+zKl6fJI8GF8OQ7XAoyxU+z8lFDrsDv6/XlqUuB74yEwCpUEhHJ9TLq21GAidWo5HXee/X7pWz0qsbi666sqztZLvyjKLhcuP1e71zqqdtEXylAfV00akW1gekt1FUxqUrtAYUXSOWahxwi96ZfTP7XS8PmYVKwmi+gYU01+mqYtzpeEjGfNvrud+tGqIt68KdhXlV/ku+CpqsxfnL4MCe4GbCyofZOBZXyGeglo7DwXl9WjQhapUGmYjqKNHmBMVu2l5I3+TQkB95l0ij7YyLKL82GVjaYrqlVNS732g+m5VUakzpfaTAjKcmefjBx7BBS0vg9V7Kfg/xb5D8VUS8dFCOWaXlaCDJZDdI2xifyKafxD1bpsPR5j1mvUtJgFJSkwNWdrPfnYzXMhau+WnEgy0j6MsnquFsnJWtakXlgVr+W2oMRSgnOo+IT85BD5N7kiymRkk2bh7z8gcuc9NeXzbSmzEvVqNVJdNI7U5PvvmE3ojmxwTVdeciqP2lvKaVhXk1qWV9H0unDtsduatp5ZejU3uknmIGUlKgLJoWOmdZKSXHSbebsJCUJZerw8/AR6g7FV4jM9FYWhdnE+a+06qyP8B0QW6dsWzG/wK2aw5OItiYL3CYvTjRmSymp+FpqpvcVGVUfq9G5wCbladwZ8S/OuVQSMX72hNo51b6jmv57WNKWfGdYGCG8Zb2ktvS8VKO60yymk1yuJZ+LYo3bdHVbXLMWFw0/K55CYJO12k/gkl85layfvqvgE5JJVtAT7zKUqkJSBFFulDVfEeWn2PLc2QRlS7eSNDsvcCubh9AIKfln9FQD75P8Uzs03/KR0ZtS3Jrky2L41ahrdeKXrup/1ZvDZN99825E0cbEYJIlhao/Dfphs7w4VVTb1dTXUR8nuBXtXDWe1t+pWe1kilVT6dSPJNNMnWn2yH5TSpq0VOkQuLcUk14gOCZbPRW8lupxukFgNpahIJsDzd+7XblHM3UItmE5fBZfxc+3T9HqWP3KRwHBXilqqsn132RSslHSTT3bRbOqUtCkfBOCTd7UwO4kPyJFsag5pzIyDQet1sObRFtUZ9H4ABqqA3Av2zBSOfzMnDDNpimGOU0SHDn9Rnl1TF+VSzl8Fvp70WYtb71N9aKGqlmo1lKyNA4Jfg970Xn6lJdKAylZPm5l1SyqV/plOQD7K57phjBwKtburzc5KvTD1AsI1YkEQ/1RrSCJlDQpw68xE0xplekrUe9VVcTJW2NvrNt0CxqRCKNSkEpcgGEGyh5G847aoKwmoldKP0ZrKOlmEkCspNqIYCs2+662ijsfao8WBosaIMenICUbHLghxKAOjk+0OgPq+//JR7FhKepFvQb9QuYNWSsf2cDDSEmwMzPmj+7f5HZdyeRdW3tKD3E3FT2gQMl5pqaJYFAHxydaHcPuY1MmXJl8xATlwlcm+3pUkzRx2QK3plit75C7scmdLlD6TZOaw305pWlmBrmDoIaaNU3NWmcvuXRJtsVCcNY2u0alNb8pvat78Zg0sLhs3WND6phCLyUBh2OX4UY/wElHVU1eSjnRo4TQi6TawPryGK4OayI2SqpRpn1TkJK96rMvYi9fv5via9DXFxUEG9F8B15rEdOaw6XM3eOgWYyQvom7TLKWftqilrs3wsm/F+BAHGI4lsusvvJqJJjaxfoNYoF7pmzxdZ28HwFBEATnz8kHOLCGjSb46nReu9Xt1xq32XVISXAkTt57gl35GCy1x5s9Ji6m9hggIxA04OTdLzg5u+i5+RNSElwOp5QIDzP2koWY4wgl19xOlxSWwVonDOR/aV20blEm5TFJShrS0BvD86Yqm6y0N8IWfRGXKTgM6QwZd0WcQjNPUJqFdE5OLICY4+QiD1ISnCW5vrVq1vfj+pRpgpoe/FFhs2G7BQ1HUHFEbzQkDy102mVRG3GEwoMtaNiqh8jxof1qqArZ4ha0YlEkJyXZLoXtmiTdVCspCY7DpkpRGl3UiCCkJNiMjbvpfoUaOE9qBvuhM9JcNy9AI0XVutjmSq6j31ooOXBOnLyfB7sTWnNYKUnfd75P8skrezHMXo4NrryrP1feT0+shGmREUfu2YGWZVl2cq32iTQw+7Z7y7K8VNmZmoesPmPcifL++vQWAy07oTLEMPN66Ddzm+IVkzt6cNF1Hq65Wb2GayS/SGDxjh6yTMXpq0YVVAopqNLXZFd5W1LwKrDKIdLJtpHF3Pg5dizt5GXoTNoHSvtPTRRwGZxct82QxlJStmRwe1Rlh5100TSaXD5Ln700BU0utaurtamJH7UqJJFTrDrnrzw+UjKpvZHa9eK3qXnxoJeqq55FkGbV1WdNSKG04nv5PmkScovaNYvds+f7lp0oV15plaDlpRPd1Dngcu94RyOX/AM7mb5Is2U5Xl7mX23Dvl0TN5P24e3YYlTqcZjrPgj2lctgd2EudJqGB5vSyh8Pji+hYMaXmrETohW81CjWjcmook7M2Pq73UsiI/DlVUZpiVc+F2ulZNN834Po+3rqvQUdm9F77tCJ8tcVOu/IiU7DkIzi/GRER/d9kk9WHe9/ueHKfADTDn7TS0mTchqSVuJkQrYDX3e/o0EAACAASURBVA31txWkpgFrGvZU302wHQ2H2tw4VqM0f4saBUYD9JJaaRBAwftDTs1H3KcSKdmIr843SF/iwE6yyWuuJ5p8eWq/qLe6kFLSeR3NldujfynJVmL1o5eapHqOik6uSGIKDUK+VCN/O+pSLYMf4ai+0iLBavvpPOSL0TMh8exRIyVb59tFBhnmcmN6s+EyMr/BfhPvscDgCGwxVHVJAeyLvNgyCC/G+kZabLNr3oJfCsNLqWJoPf5ViqEpSV9f1Mk7Cw2ZbYUvXSVeufUtJakIkM7/0VG2UkKl6BQmIGUhXWlIYdVbJTF7Z4+zOLW5SP3w/oj3jJijtgxTLnAvYFZyn+Q9pnkTzEFbb6PG3P1rMuj3EdSwy5g4ud76RbLTkFWaKE5JUsKcYtMZx0GkZLtWyI7xn9VJyQa4iugRj1+I4bkwVEao5I4md04DVS6+IYoncmv7JGe3T5GisqtgA3UTraVkUz83LtLbjZ+Nm1zzECrIPGRN1sYO5xuPuE/AChLJsCpRYGI74cdjdTupNMsP+GXrjgvcXBb7JJfciOKuJSEVtyPNS7wd4Wv78pjmjsTK4u9R26TNJZ0+I7Hk0kYyPg2/nt1z0efeonjmhQcnZCMR0yLKF7PRuvOYperMWl1I8jIUka+9ku2bHSMFyBXN7BGds9zthB67KiaURzTewaTC4rPJr5o7O0cihJSMHJ8Ez4FlWTs/+AR+5/gNUrLez83qvSr7TOYvm4ZUUdxnKVKQHSJe0cX28IlOWi/dJ6dtJ1k1lrSdyNQJTSNlBuMOUlJ6RsoPOkpJ8XYUYou/nWZSUltZQjBlk66XSgYZLUNK3hqmrMpFvN4iEXD+FJWK9CL7qSoiOB7rZGJHHdlUSr5mJVvfD7uiTa6wO+oUgSufcuc5yMV3n/5JlrkYJNVxUQhgWdWjP1zgT47snk4qXiX79hrs/uS+YyN0BGop+fLzO6T83Iw52Uq5PeSCjJKdBjYPyd9a9ZksZsWmp7/FfYcWL8qdJJMV5u20dywm2KedOLJ2Uk2QVkRVKGtK2Hiv5KeumazZaVTh55PoRn5XZffbUdS46h5rKkvTpMWQXVqFrA2MRIiwX6B0jAC/gpNsPfw6tpeSr0HLqSgtdsaODcwORbLrH+FI5YUya2asqubreN6Bi0uXZSumI6hDIU06phqeSc+b9BG0Q7nJOpebEFKVsqiqRT+T6DLdL89apOwM9WePrBi+uhRuHlKe6Rv1e3DZ3xvVjypnhhSbeitbPFVyUzLJzbQTSWGEFGSHkPjdpbIr6vtVaGLLTEpytdP9dlRSkrsjw8q6KVWs6eZs84xuE0lJ0JCqjrRLaiqTC1lbEnAg3mXm5LIJFNlSSrKDEHudHVpk1ytzjdJ02Aeeq3LnBOI7keBIcqFKkROIMg2qSrOyDXSuVEvJl5+ZLlIn6TS97UfSkVlGg9R6kZIsTda49SvpnBISFUPlN4Z2JpUrc/MjQaJD2khJzf2K8q65lGx/OyZSslFlqSVjfZNulJG0YYBDUDagTFAGTXnAOXByeQRKWbzJXmwpJTUPsqbKoxJetiqdPx6ilGRWYz9pcbG41F6FCVJ2xBKDyVIW8JahrzTF+csZkPaA+mM31a6zjZT8bBuoqr0RFril2WlD6m6QU0hs5coKadpOxKQ05L4yrJRstcCtuV9BIDaVkh1ux2xWsklldWrSDTK6QUr+Kifv0n+EVHa0jgjOlq2kpPpkDDvYshOQ5lJSk/5nnvIV4JUFGQBICnQwyJWTl/pSd5WSY/aAg0pJuk7a9PB1v8duCFULrIY3KLilomwUn9a3k5tWe6lPe3DlbCklVWHUR82M90p2uB2zvZKSJ1+qKsu88GovGbYKSMnlsFFvPLKimiTTOZDKjpEz4kSPPgo4npRUrWITSg/fNJOSlIKmpGkSbbFP8neY6gylk2RViVmfF3ePo8xKduwuB5KSrNtV4cd8GNDNaLas/fyTsM7ewFeqgonT9tWdmn1JSUkhh5CS5rfTg5Q0npXsKiUxK7lEmvS6w3XpIMvJ9Q04KNll7jZSUnrgRhJAsoevoZSkZJY4Kwk6yeePSoLBsXj9kQiJaHZhUs55gftTSOVeybZ+ZkKKG1tZqqcJFQcsqiFzIaTyiaE12b2DNdwVxzqKkz7dNa5mRb6vYze97JWUhOx8O4PtlWzz6wh7JdsxV1yUXtenA07LWjXQIgobcXI1A4oshqE+i8ZSUvPEH0px2tJU4qjVHrdaTde4yaltYe3bCoKgEp5NRHaYhjs5/qNSsvoWbIOs+QTFM/LmIWvP1+t/A6gqV3pWl7af8Pz5KcKLDNnpE25/p2IaT6lyxOPVXU9wq94zKZGSfIKSkJ1vZ7AT3DVS8l3Xpl6a1QlusTFDh/0CJ9ccv8yB9NbPsrGUNDraXH0CX95E4rDD2ydT2bOEmGdJSh9CKZEvqik39oxw5TZ/TEpKH+qpoug0ad2Zh/zUDvsDQGhLKnKVWxUiEjHBthNBPUiSusnOktdM41WuV7ZgdpeS0seFco2/acjut6OYCFTdY31ldd6z0aBVzG1WcvIeBhyUk8upX+bk2mthbCglhYVmFd+KU36YmlIicTRneqpigntEs+S6TO9qTg9UxKtaStau74/GfqWk0XETqcgTwvAjojqkce1UX2JUKfaHtW+7MdGLdUlV35RjvLmQYBengtJqLSUVhfQDTyin9F01+2PChezjdqpvm6w8E6pyR4aV1X37r3mrmJuUHE5QDpcy2JSTi6rf5OTaa2FsJiVVj4cUyc0wNZU44tAlaiD5JNbDSO9y71YWdeEypKR03M1lA5VePH0QpFx08zd9m4esfUO6nubR2ao0SUqpsUyOPL/DCFv02ktJsZDkHdy0rtXlIYk3eBiQ8e1Ufzm8rivvqLay+noogUmrmKeUbEShk5QEEMOr/laloLkO9svJJRcosqnMaheLi94xkXlJSXAZHHoAmHxABcEFs69vqNSkf4tXwOE4uTwCKbuLvx+kxXpw8q8TCA7K+YyIqpLchH9zraToLkfMUxOjdCxDX1pqtGqdT/sBx+HksmZhnFzxgAPRGrrpjMDJuxsQBEGwC/U9ub7nn3wMWjAn1yjgcCz74xKk5H3qThAEQRAclLXd/uTD0JI4ucoB9eSUnOajcYi9kiDYgOMv5oIsNfUyedsAv5T39793xUWwtRiFNp0tS4USLQyEoxgMUhKcnpMLFBDssRlP/oUCzTm55PpZTq6lQCnLOgUpDWndq1+qyb/YIPillMoIQwVD/9aH7EswDa3GpHJKei+5YIJgI2rESm2AxbNWN+ijQPNNy5L5gxNzGsGnkoCNojTl2HslJ+93QBAEwe5s2s/XfvTjLFpFAYeTcWXbj36QCzl2Mw4n77tBEAS7cPJe9EtZ9BF9cnk0uTjrV+eB8+HspOTQHWLeMKPu+damMPnoAoLgzNmox+i3szVPcHksOohIGtdcIYnRWyTypSSKpJFehOKcDyVSsq+Ob/LOFwRBjrepCwD+ICdXhEvl5PpvkWynpX5cuVaO3YDg+BxO3Nx6OsOrCcNdb5eRJpFc+EOaVNM7FYvRPYWm1aG6/bxV4pocB2pdYHdKJy8m12dfx8m118KoEUy9C9DFsH6Bu3tPcdd2HCAIchxBA0FjcbwcHS+dvhj6Ut0eqWe9sE/yyYvHjRR32XWWXPknF2GNmGWJbVmWFSSDiTxNXOlHt0fqW5ZlOVHer5wqQtuqwEluisCXo8MG9NJOwSpMA3nINKBNqOoHy0vfGb0LLErAyVXXMvh8PptJyeXRsGecKpeO3frkowsIfhezLNm/x6F+U+7SgbClohe/WordmSF/6PL3IKdEHVNEVEr2qtvacxAp+RZqIry0qidKQXESBGmbYBxzItyFTKtSklxRScnJ9VYXofZd+EUpOTIbDSqaMWm0kXXMvEBwWlLFRqUk1/71X8+BOg2uVJN3Yn1xOCnZt0p7qZ+ZS0mRKmliGIwKOFaKMbUWZEzg4+uqE+WvK3TqkdV/hsHkxTCTklSwksCXozO+lCSKSqMCpRoRUhI0Ze2oM/loCoI/S1FKNuJAnQakZFP+spQ0ETqGsVRTerTiPupNMWvIp2AYTPyooZS8PVL/rVaPft2U58CasvYKKz2/XUQSmErJFn30QMkapt/XSDNQsjXD2/m9xOAk7JIW+WH3+dRyolwWi7nORHeivDJEqcZOLoz17j1pgPevzMpuLdWQ/OkXnCQzy4K9Za6Emo9UDsyYAnPFMPG22i2VT5UFqAtcKZt6AxzXvVqWZQVpx5BD5C5NfKB20r2EkliWZTlJ95I3bTCEpJNRlSpT75WsFLjMmfVEJ8pfyVbaZJBKu01pexCDSb3dXUqKuUsTMc9dGpKVU2oZ+k1Ssj++7roy2/fmq3beEk26JbGsrrkbaNPPVCWrES3L2sUprQITKfmZicwTWzPf+eUcQgX2kn77WUmxB8zVAcBGZMVNdZdJkCgkY24gJT3vwHesgnqQD2PW6yvNh2FGa3agUg5yxll8BpWqIFDdu7EDtX6TeZsvDwdRr1QGcl1gmU7i863WoPxGbp9D0DUhh8hd04xHaCe9lbASKYnjTiVv1mCMS6WSkqwIcxwxrhPlsvK8S/ISmtr2wGpBTx7MYmVrUylpnrvKr1zu5iFNBCg53sEeu6n+VlRtVRT3CAohGXna4mCKZK/kO8Gs3UkXNV+pvaUkaVES0VlW9KhhsKpGDDImgEQUCjOd7JTk5ehMOCVpogV7idWbkJxcSrKScaAobPfaRel+HYU5rU+PlreXkip8pAPTob9TqAijV0gmmEJs0fGSiU6Gf9MsPvdSUTaqGSBDB8rvWuttnSzgbtYgME2zpl6Yu6vJvVXIIXKX1MLw7aRjCZWirVrye1Wu6Utu0mD0fVcjKSkpmyk+ikorvF5ZG2XEhDSXkia5F01yL8xC1mgmBq+Twm+V5soSp6eJVYl8wM6MvtJ0drv6NPVSsiqzlAm21ECc8pMJQcqPfDQMRi+maSbkaCIlRxZ/elnWWo19NbBXUi5D+02taYKcuGE3SzWSkndBNJDum5s5o+lL51eYPvE19jDRpcP8Z/wWh2STLHLVQjaTi/5JKKIDxTGepqAKLOgh66NgBAdKknqrDWkK7EhDx1T2IqkU1YI+eyPkumFIMSPpLGCjNKVVYN5O7nXthDZ+sSlyJbyr71r1HZTuSuRKLn5lNCUXq1vzjVP2AIq9kqoT3JzMlRT4fSO1DU/fGn3mChU0nLdFxUMSLBRSkstdlGIkTfPcW5dTnFCULXBXyskdSeFCCpv5PnXBqSI2sOqYi0i1lGyZoIrv6nhnpNF5j8d7bjE1DSboMy4LTrXcXlE/dz2iZALkgJScI/W7mjjJqL9ekZLMnAGbhagGSJhcliy5SDtlTnMEQcCG/MTVruvps6Ae4GaqVN7jJF1FdLLjK9W7Mv1H/cAMP+qV33csVWDSEX+0DlsMNkfhulh9Kh+ah+w9d01LZtvJXdFO7tV2Yva9kEjJ2ikxeZoK0SaW3DcrOdcGaIKVube6icn3WipfKtUCsTRTqUBkU5b8sHwXjJVT5Don0fQTe3WzaK/cpbkUZrnfzHJpV069lOTn2N4TgfwJZfFMiTid9r5Sm2ZTKdkuQSmlD98JuBthmCevpXDDYKIuMZeSo8gkoB6QknOkVAnJPv0IL+n1XJjGkE62qSaWhGXQT7KcRnybTniuPKKPU5wtsxBXvfVSSbulUlR7St2pUV1cUqQ82sCqu+Y8w6/gq3Zemu/RFEIOknttRQzQTu7aEpp+1xRSktOI0pLfBcUplWWUXINpUar6WUn5z0X5WjZJgZvDY4th3h5aS0nVDGIh5C7beqjK3TxkCynJ73dkH2rIXlcrP1FK8gpPErKZlGyZoEZHshsQWY3ISYoWUlI6s6iRko9HGdoWpOSsMDspWTs49ZuRSY7jUz9l2HqvpJGU1JwakSbrJNmn0w+Oxet69SRpVc81zUIQHLXv+VBttayoJZmU1BwYFzPlkzJff1ceMmAhKZ7GXeYhB8pdyhHaSbsS6kWbpuT0ulhyjdTjlVndG1PGlJLm7eFu4G3VHUml5L06S6rPvXjonp7NKzzzkI2lJLOQrZWSFVbLI0hJft3ZUJ6qpaQuQXMdyZ6cq3w0wAI3T03c10efe5xaRwG/JCW7K7zR2E5KijsONWJIKiWlj7BRZcc+ePb1N/vknSD9ZME+3qVNFpYVpErBUeNAPvA4UrJmQb+JmKsNz5bZJORwuUs5QjtpXUKNaGtR8u+Vkrbae2KB9eHFbaD6WUl2A6I+d26VWZW7uB5dH3IIKVmXey/Kb1Apyf50V+k86XkaohFrj918gjEXn++TK++pR82sZJBBRM4Gs5OS30JxTOqR0iFT/6mhlPwkIoxV4j5CaXZ3ITsvfdD+4s7OPL0j0nwNs5BJhOAoExys/zUuYqtM3FWm2nvKF7huvbJWStJiiIdFDCk/FsoUTNYY+JCqBW6agrSpN8qdvSJtJ3kf7aSFfyTfNfXDwLu28G4L3DSZZnsl1e5qscSsp8rbmiiT5N6inJyUbKrSxDnRl2BS7pUcQ0pq1ppVSpGG53SDKATpR1QC7pP8+XzSYFwKXDARGin5ThZSckawxG/RXTDBkakfMrlZNHqdEUnyYzd6KakaU8Vjs1wKOz9gd4/RXWXvx1gyD0lumAU7MNMH5rHPQMmFf0UXfYZ5hUbRe1tzisL7fJLmisCVOba3ttALDpF5mcdOJXeV2DIJOVzu8sY8SjtpXUKVaGM/2vmBLSt5ELhiYQyP3eh1kqGUpOE5KVnwi6o6Kak++KKUWbHDzcwVrLdvTaSkNHdO2bAplOUr91Kbe8mUU6qQal6sJ11dNZR9NBdx6baJlNQrv+fzyQT77BpkE2RHev3uRmlI/WbE105HJ8nl0V9xDYOJqJeSQprAhJBISVFZgiOzRkqyy3nvYbL6y7tPKSlVqPeHuJVNdqjWsrilsUZZCPcldwjLnHfgJ6/qlKT0YUCVOVGhLizFw4AULxSRLXrSwKrTtXvOY7IE+TQr50LqQ+YD5K6rkSHbiaaEhselVfN8+pL77GWm5FUBZzErswXXYPS9rkoyDiMl5Y/jkaznpry3xTSbzkqKuas0Fpf7TVByJPdGIfuSkqzs06hAWi461ddC+cmCdZKSLKiAq53zY2Uxe53TjobBNCXRFxiYCbDAPUfqpaQwBotos1eymqzk8YfivkP5Cwm5AZgZyBtl8XIFtw3O7IEvho8oN/H2veETpw2fmF1bia/K0h09eUGyP0Eb0qQJSZ8/qk9TQ7GdSBLXtpO74sdS9xIKutBi20bTkrdoMCJ5ccaUaiApKcuuAskMogL6ReoRcudnH/Uh66RkZSdf01lJlYrtY1ayGky+wM2O9IZS8qXwzA5Hv9vXJ/A7eiUXw2AcICW/C18pJfVbu2oj5tW/VXvaNIm0KLCqJNLU9Hslc5VU8gNPiNXt2I2k/2VLrnoio+oB0eZZfFxUHbZrz26LE42y10XWn3yv0PhdiHXir3KcXHdYhElWL/tYh5iE/LQxbe60pdWmadL+xeekkpJIH58uiSKDoSw2KaGg/BTzsowE1JT8XtdgDDsNaamG2CtZnYOUl1mqBUUYv51l8NxrQ9L18VK2pF4KT31vICX5mekP6HulNZOvqjRbSEm6FP6sSslSNhHI6lcdmMdAMlOYyjDmwThopKRqphOYEF8pJcehqPNaiEh94o2kZF6Ny0kBL2XHVPnbbkweBsQrjCDNxfMlMu3CbknknsXDOlOaxV2dRa44TmQuJaNcviXgrgisSlPzCExtASROZikoBnmyMmnFP+eoUUjiAWnud+M0DVu7cpeF0E4q3wKDdiJLqk0Jq374RFRJN33Jxbisb80plkosTy+zkpLZTSFihRLJwRyybiElO+dO75pVWqqQuvlIYWKSePXWVPYxb535pCA+vdx4VvIpe31fOympUgN8maUQ9B+dYrS06RsGo4CU/C5ASoJzJ/ekYpMotWvWIDgQa+XUT9FItC2RT0H5GcYCgG9E/bEblpN30+CvkZ2aMlxOvUNKggwnl1Pz5+TCa+acepgGgLnDVEpOPh6AP0XZBrgG65WQkr9GTa81uVCbDyfXZPOUfdCLANARFpQiOEOKUtJ8SvIOKfnDbN2hTa7zvoh6MbdIzfqUbVUk6ChkAWABwF7JAak6VfNdGbVIWVoe6aETZQrVM7CNXglzbyUlh3DgOLUPTk6pfp1c8E0uNw2l51I59eAOAOMBUvIrKR7oFs3W+tLkiHT3XJpm1NFXNJF+EwcXRqp+agMUwkUxwIJZKi5+KclwqPkUehEANDB62430IgiCoIo99hiTy6bZcnIFNongAwBgbmh2grtfTj7agSDIfhkLxcVCfQXkOLnempvUgxAEgMWjjZTkhpPJx0IQBEemeUdhGPiXSZSWaLLXJ5eJvahMCEoAWCSsqQsAAD3g8Sg1ZqPAk8QlA64moibwmHE1tyPGNTfnEHc+Ttb4XIxrbs4w7nycrI9rbs4/7mydjK5Gao4ZVxVR/FQMDCkJAAAAAAAAtASkJAAAAAAAANASkJLAd8N8laHR0kBHs10Jl2fC55ObqILxTfh8fBM+H99kPQMpCQAAAAAAALTEb0nJ+/1+uVzSNC3Lsj40AAAAAAAAoMVvSckkSVar1Wazud1uU5cF6BNzmO0fzsTazfjmmD5HFUhN+Hx8Ez4f31yAz5+/JiXjOCYvZs6ybOqyAAAAAAAAfD1+S0oej0fLslarFaQkAAAAAABAd/BSsizLogppNNWnJDrZiUjDsCa7SVG80jpxDdjUkiQRpWQhgHOFKk2ataHTgCHwU+sIX2fC55ObqILxTfh8fBM+H99kPcNLySiKnCrSNOXCpGlKP+Wm90j04/FYlqXv+yTM8Xi83++e5zmOcz6fSciyLIMgIJ92STyKoqca1+uVpna73c7nMycl8z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)
Other work in this area made by Ron Kaminski. See CMG paper here:
Here is the resume:
Problem definition: The Servers workload pathology (defects) such as run-away processes and memory leaks captures spare server resources and causes the following issues:
- being a parasite type of workload they compete for the resources with the real workload and causes performance degradations;
- they mimic capacity issue, but they are not a real capacity problem and just spoil the historical sample and causes wrong capacity trends as seen on the Figure below:
To fight this problem I have developed the way to capture those defects, report on them and then to remove them from historical sample to see real capacity trends. That was implemented as a part od SEDS application. Detailed explanations are in my CMG'05 paper "Capturing Workload Pathology by Statistical Exception Detection System"
"Capturing_Workload_Pathology_by_Statistical_Exception_Detection_System)
Other good result of implementing this problem resolution was dramatic reduce number of incidents related to run-away and memory leaks defects. The chart below shows 2+ time reduction for 2 years:
Other work in this area made by Ron Kaminski. See CMG paper here:
Automating Process and Workload Pathology Detection
presentation slides:
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