Если
![](data:image/png;base64,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)
, то
![](data:image/png;base64,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)
, и ясно, что
![](data:image/png;base64,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)
обладает 2-замкнутым коммутантом. Кроме того,
![](data:image/png;base64,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)
и
![](data:image/png;base64,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)
имеет в
![](data:image/png;base64,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)
нечетный индекс. По индукции
![](data:image/png;base64,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)
разрешима, но тогда и
![](data:image/png;base64,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)
разрешима. Противоречие. Поэтому
![](data:image/png;base64,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)
. Аналогично
![](data:image/png;base64,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)
. Следовательно,
![](data:image/png;base64,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)
, а так как
![](data:image/png;base64,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)
и
![](data:image/png;base64,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)
нормальна в
![](data:image/png;base64,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)
, то
![](data:image/png;base64,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)
и
![](data:image/png;base64,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)
изоморфна подгруппе из
![](data:image/png;base64,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)
. Ясно также, что
![](data:image/png;base64,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)
- единственная минимальная нормальная в
![](data:image/png;base64,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)
подгруппа.
Если
![](data:image/png;base64,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)
, то
![](data:image/png;base64,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)
и по лемме Чунихина
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAFkAAAAZCAYAAABaU4LDAAAAAXNSR0ICQMB9xQAAAAlwSFlzAAAOxAAADsQBlSsOGwAAABl0RVh0U29mdHdhcmUATWljcm9zb2Z0IE9mZmljZX/tNXEAAAN7SURBVGje7VhNTttAFJ54Dez5Ge6A5wrIcgV0lwWxsmrlBUJZQCSrQq2TXRbtHYBblNADwAXaKnAByhWAev7s8cTzZ4dUqF48YRJn/Oab733fewbj8Ri08brRgtCCXJEwAJ0sPBb4utOCvGCA00N0kP19wgGD49MoDD/Ek8lKC/KC4jiAQwDQrJ+m6/j/QQhPYDg4edNMlkrTq1OaLr/RlX+a9td94E85wGJeS5SnWjhoF+4hcMFLM4tndJge2D4A35ck3U0E0BUHRhdnR7s+Ct9/IvcnyYb8/ShC+wD1Lgjgg3AHAvAH5yQy+zUiQuCcPge85FhkeTiRR6N7z2IpjvpojwNtszBdww6AJIlXwy1wjaLRPgZwG2z/2j0681Ug5+vDcLoMPc5k6jTbyz3eC64oBMC9mIszyBxg1B/tyd8RZm+F16aNJUl/w5bB+FBZxbxgkAumohuR0fyzbpJskirzwaWNHivK3XORG5Ifis7x9WQSr2BC2OBQCTIFB58SXbDyYexETUnZGhI+VBQEnyGAv8NBusM/x6Yms4VVE5Mv+CDebzjAJ3Xo1+HM5QTgVafCyAgydW/4qHooA/lOBzI1KHhrAoDrMETRVyIF0uFR5vq3dfWWgAHBtGn3wXPjFUQ12s0H8ou8DBQ6V2iR/gSrAFOBEKDgSzeO15h+l0GWGFQHnEW0d5R4xPgI813Mfw5k5tiPuMFXG1m1VqtMQlfGzLXzzkXWOA6yKh9TDAL00aaadMGJxw+LdzVZTsOFg5zrkMByVc9oAzLRYeGwqgx1ESDLHYprEDmTvKLKl0yjviwHd8DvXYo34Wum1blBMIOcsdF2aCsXeC2uw/PuXTa5hchFlluTdxtk3wKxGNl+SGQzjvrl08eOXgwdXjGQlB14EIZd3jOKU5jO+PBaJBnM2CRZ5QnGcXeNlKQECGVRfeMjpY6NL9u0awtXDFKkkoY5FlnbSIAUtN5m1J8vMwp00eIYjK6H4DcZUKy3IsMZK2f5abMkyi1ZFvDdFWcASd6hTTJMbE4t3BwGinttR/3Gc33VWzAKKrypq4ku47ghP88yOnUlyWbUb/zaUdVtsPH4pyvQXO9NXYxxyKGbftCzuFxZTUDWjfrN3utSk/R0b84yRn63ZaTr/f86bEf9WovLmtWUdW85bEb9/xKYZUcLQgtyC3IblvEXtkIj5c0fScYAAAAASUVORK5CYII=)
. Противоречие. Итак
![](data:image/png;base64,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)
. Аналогично
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEEAAAAXCAYAAABUICKvAAAAAXNSR0ICQMB9xQAAAAlwSFlzAAAOxAAADsQBlSsOGwAAABl0RVh0U29mdHdhcmUATWljcm9zb2Z0IE9mZmljZX/tNXEAAAK9SURBVFjD7ZhLTuNAEIYrWTPsgTR3iPsKKNMSMDtLOJFXI3mBUBYQyQuEnOyymTNAWOYGvA4AFxiNQi4wwxWSmX46HdNtOx6HLPCiBIo7VdVf/1XVDgwGA/js9ukBVBAqCDkhjAHqsGy1lQPQ72X4pDau29aXaeNErFQIbLMsmTaGEf07U9b0rr7lBcHWhaG7hwHf+VG0oz6nPq/pszm1v7Fv5+SWJRdF/g5df++G4V7ZAILA3W414Aka5DEYDrdSIbDkr7wm2+wMke65+rzv40NKZo696DhP0MjDxwB4ogNQdtZCF/TZK3smNg5TwO0R/16XNPdh/+fB6aVTFgAZY8Lh54Egkq/Nsd8/TD7jyjA4SVoY+rvsRE0AuB8HbgF3btj/w2GwRRrwqPtlIBDgZz8Md8tUA4efBUEkz05FJGiEAHhq25y+TleR4VSmuNM/EjGDL18ZhETMLkHnSh05epW1x6wMgS7qAaA30o2a1hOUMk6TngPoxeaj38FHDCSre5ZwB8ONqWyEGpwXUyzZV2ZWw+3rQhBiWSLyYJL7onbNKklu0gZKgOaNMbXZJhXzIeUgyMMbap1d2BuduVcYmp4RggKtSkXG/ENj9mwQTPmsrRzSIMR1q6nEdndIg3B5euAgQL/0UrH1mTQIaysHGfRVzOzFxhh12St+q+RlA53wMZo4xbRy4H40kAwun92GEtxIOcQdmdarrFN+0h6uj3QAYh1x1Yx3wHnQN6waoz7nFxcnfrI95fuEN9rl+8iyasyNsdDVWMVrtJ7cINhOvSdIEJnSWkgT/UhOAtbxdYW88xnbMtx3qslowgUuS8a4/0u31iHku1nK6JmqARfxK6/b92WpYG1vkQwAmxi2aVH0+ivLZpI1hTYOIX6/EE3U+nYpX4ju8p7oqus3CiFZ4x95atWPKhWECsJa7R+DpjMMYokKTQAAAABJRU5ErkJggg==)
. Теперь силовская 2-подгруппа
![](data:image/png;base64,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)
будет изоморфна подгруппе из
![](data:image/png;base64,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)
, поэтому
![](data:image/png;base64,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)
абелева. По теореме Бендера (, с.52) индекс
![](data:image/png;base64,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)
в
![](data:image/png;base64,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)
нечетен и
![](data:image/png;base64,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)
изоморфна одной из следующих групп:
![](data:image/png;base64,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)
,
![](data:image/png;base64,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)
и
![](data:image/png;base64,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)
, группе Янко
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABEAAAAXCAYAAADtNKTnAAAAAXNSR0ICQMB9xQAAAAlwSFlzAAAOxAAADsQBlSsOGwAAABl0RVh0U29mdHdhcmUATWljcm9zb2Z0IE9mZmljZX/tNXEAAAD0SURBVDjLY2hsbGSgFDOMIEOAgBGImZAwI8mGNMQaewM1/gXi/0D8j0HWY3daRwcPyd6pz/MwlGVgeCPrkVdEdpjURxr7MjAY342tr5ck25AoY4aFDMZRC8kO2I6ONB4PGYY9+LxC0JDqLBcjWQbZmx559YZkG5LjJluCK0ZwGgJKCzB2eXkaL7pXYOkGpyHoTofEiuxrGB8cPrIMu4ExdQc9puCMPA/ZIgYZjz2haWl8QAONgWnjNYNx9AL0gHaXM56F05D6+lhJYwaG29AU+hdbjBA0hBg8eAwBxRjQkNmx5eVSZBsSbcywABxmaGlnmBWPAJeOMrhuJFE1AAAAAElFTkSuQmCC)
порядка 175560, группе Ри.
Так как
![](data:image/png;base64,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)
, то
![](data:image/png;base64,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)
. Кроме того,
![](data:image/png;base64,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)
и
![](data:image/png;base64,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)
, поэтому
![](data:image/png;base64,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)
. Следовательно, для некоторых нечетных
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABAAAAARCAYAAADUryzEAAAAAXNSR0ICQMB9xQAAAAlwSFlzAAAOxAAADsQBlSsOGwAAABl0RVh0U29mdHdhcmUATWljcm9zb2Z0IE9mZmljZX/tNXEAAADxSURBVDjLY2hsbGSgBDPQxAAgYIJixlUINhNRBtTneRjKMjC8Amr4ZxxZ7xttzLAAyP7LyGB8N7a8XIooF9TXx0oaMciekpNjuG4c2+Dd0ZHG4yHDsEfWLaeYOAMijX0ZZI1PRubVq4L4cAM88oqIMiDKmGGhcXSDD4xfneViJMcgd8Mjr96QcBiAnW+0O7a+XhLEBwVihBHDIgbj6AVEBSLINllZj1WhaWl8oJCPNGZayMBgfBtmIEEDctxkS0ChDsfGUfOJTgfgwJKVXYnNrwQNAPkV6HxjmPNJNgAY8vPhzpZ135XW0cEzcHlhaBkAAHQ7gLaXyiXAAAAAAElFTkSuQmCC)
и
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAA0AAAARCAYAAAAG/yacAAAAAXNSR0ICQMB9xQAAAAlwSFlzAAAOxAAADsQBlSsOGwAAABl0RVh0U29mdHdhcmUATWljcm9zb2Z0IE9mZmljZX/tNXEAAADsSURBVDjLY2hsbGQgFTNQTRMQMEEx4yoojVdTeXmotDEDwx2gwr+ybjnFEUYMi4yjG3xwaqrOcjGSZWB8LeuRVwTi57jJFjMwGN+Jra+XxKqpvDyN112GYQ+DcfQCmFh9pLEvMh9DE1gBkqkwQ9CdhqIpyphhIYNx1EJoQDACnVbCwCD72iOv3hCnpmhjhgUMRhGLQKEGslXWxGS5rKznirSODh7czsvzMJRlYHgFCjUG48gFIJtgAUJUPHV0pPF4yMquxOY0rJpAzgPFlRGD0Z7Y8nIpgprq62MlgRF7G+xEsDOj5tM27Q0eTQDZqTSKvUi8CgAAAABJRU5ErkJggg==)
имеем:
![](data:image/png;base64,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)
,
![](data:image/png;base64,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)
и
![](data:image/png;base64,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)
.
Пусть
![](data:image/png;base64,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)
,
![](data:image/png;base64,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)
и
![](data:image/png;base64,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)
- проекции подгрупп
![](data:image/png;base64,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)
,
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAA8AAAARCAYAAAACCvahAAAAAXNSR0ICQMB9xQAAAAlwSFlzAAAOxAAADsQBlSsOGwAAABl0RVh0U29mdHdhcmUATWljcm9zb2Z0IE9mZmljZX/tNXEAAAC7SURBVDjLY2hsbGQgFzNQTfMqBgYmBgYGZky8igmv5o6ONB53WYZdQMV/gfg/lP4Dpo0iFmEzAMO0hmhjHwYG2TceefWGYH6ssTcjA8M/BhmPvWkdHTwkaQbhaGOGBehiRGvOcZMtBnnFOLrBhyTNQMAI1FwCpP4ZxzZ4E6XZJavaGBTS1VkuxrIMjK8ZZN13EelnlND+g00j0X4mOoWRrRmUwmojDf0QfsaesvClsD9wbBw1nz4Zg66aAUsAX5Amqbq2AAAAAElFTkSuQmCC)
и
![](data:image/png;base64,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)
соответственно в
![](data:image/png;base64,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)
. Каждые элементы
![](data:image/png;base64,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)
и
![](data:image/png;base64,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)
единственным образом можно представить в виде
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAFcAAAAYCAYAAACPxmHVAAAAAXNSR0ICQMB9xQAAAAlwSFlzAAAOxAAADsQBlSsOGwAAABl0RVh0U29mdHdhcmUATWljcm9zb2Z0IE9mZmljZX/tNXEAAAJdSURBVGje7VhNTuMwFH4wW2DPgOcMtGaLukGpR4jZVSKNspoqiwp50Y7kBT9ud93MBWCBZjaIHAG4CXMC4AithB0SZFI7k6ZplIUrfUrz9CXfy2f7+SUwHo/BYjWwJlhzrbkW1lxrrjXXwppbD3PFb01gXWI+Fq6r3DDmmfGZX0SjCL90g5bQ/3Qy8vGRuGgGgF4O+2dNeRPu4mNxnAJq3weTyUbC7WK4eedqMQXcvdEJLqLxH/5Mxy8by+hrg5SgATRP/p46aGgyaVksqlFFTmXra4OckgYCeEHO6dB0YdGysIiGhv+al182iuhrg4wFm2QXHrHLj00XFi0LWRphqrblyUkZ0LVVmmvSDzO0tQWcOri3v49uhUF/kljZm0RaI0oewQMA/udzvp0nJ8b8rxjgSQ6omFG/DFpzDx9qVlaySeXNV8Ymk2BD5owIHWSaG9/8iyzWkhwtA0TuOkGwJW9MhqO9knZeo8YhpQftb/gqMTd5YBO/1SLnksu5v92E5kN6UHRLOTJEzEDYJY/qZhTVUkCvhPJG2nCjJ4LLXdKSR93AfPzpy4KtLGeZRBvBvYwh0h+UMWOzNeggOlfMpe/8mYY/S8+WLka/VWPUnX6eK0saflIHI9HC/ugoHcvS9zDmvo97YmCe0/q1arrT5i6yIjxCfq66LdPl6zhuz/O877V/QytibtJ3qjOu4g7i2dRB1MpcFnS2hLnXHcZ28hp74TZ+yP6zio5hrveN9wkHOxcBY5u1Njdu76Z537w+amKMqmevqLeXcpVFeWtaT/uBxX4Vs+ZaWHOrwxvcJaCFKOGaLAAAAABJRU5ErkJggg==)
,
![](data:image/png;base64,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)
, где
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABAAAAAYCAYAAADzoH0MAAAAAXNSR0ICQMB9xQAAAAlwSFlzAAAOxAAADsQBlSsOGwAAABl0RVh0U29mdHdhcmUATWljcm9zb2Z0IE9mZmljZX/tNXEAAAD1SURBVDjLY2hsbGSgBDOMGjDsDAACRiBmAmEsYowEDWiINfYGKvzLwCD72iWr2gikqT7S2BcsJuuxO62jg4coL+R5yBYxGEUtynGTLWYwjl5AchjU53kYyjIwvJF1yykmKxDLy9N4PWQY9hhH1vtiaEALCwZsCvLcjFNMTGSXMxhHLUTW1NGRxuNh7FGDHBYYMQAKNFmPvCKwN2Q9VoampfGBDPTIqzeEqsHuAnDAgUIbGmhg22QZdoPEQAaCxKKNGRagxwZJiaYh2tjHOLrBh+yUGG1sXB9bXy9JlgH19bGSRkZRDQRjAafzoakUFh6j5QECAwBnliFfcfZOAAAAAABJRU5ErkJggg==)
,
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADEAAAAYCAYAAABTPxXiAAAAAXNSR0ICQMB9xQAAAAlwSFlzAAAOxAAADsQBlSsOGwAAABl0RVh0U29mdHdhcmUATWljcm9zb2Z0IE9mZmljZX/tNXEAAAIdSURBVFjD7Vc7TsNAEB1TI3pC1nfAQ1qqyCwCyiCRlatELhBygZBc8LHTpeEAUAEV4grJQUBJLhBxBRCsYxt7s2svSAkguRhZ8n5m3sx7Mzb0ej347/bvAVQgKhCyQABWYjMka0bh+l8AEATOOgKMPgN8hzoduv3+arLW77urlMAgWgN4A2R3f5pOIcN9APLaPD63xLU2kmvqBZtLo1Om9KnpnPNs7JomPAO27+cqZe7cZitUCCLDP0N4Z2gEb5wfNy0CMI1KnxqOnCBYLzob0YayzqwaOHF8v5aC8Ogm2l5XW9gM4U7kZnSxwFUlHQgdlO2T6iIONNbHhNgnZ9kKqaikpFOajTh7PEs22pdFwcV7rlquu/YTOmUDjRIZJ03HtzIrBMhLcinPjm17hxodZpynkR6dxEAT/1zgZVRSg4hLiizcn2XJPswGIdNHmfjKEpBNUtpWrfaDjEqi/2IQR8EBF2qDep2cA6QXYrD8/S4hj7L2WAriiG6LgSbt1sR8YmT+1Z2iDkNC6fWWSW9yBwo6Vejg3id1xi3f39DRBL/HdVtriZZk9CTUO5V0z/JKfE3JeS5HoivoQDMgeprI753f49FGR6yQzD/IuMafjLFdVedKtPJbU130n+9IhD65vlvjVUAn3JNdwhCDssG1SJP5F9oqn7RkqhosnKeW1Q51pveiPhRl/r9XypjDotiWRiWF/+qnqAJRgcjbB3n+i9F+vYnEAAAAAElFTkSuQmCC)
,
![](data:image/png;base64,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)
. Очевидно, что
![](data:image/png;base64,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)
, а так как
![](data:image/png;base64,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)
, то
![](data:image/png;base64,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)
и
![](data:image/png;base64,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)
. Таким образом,
![](data:image/png;base64,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)
. Аналогично
![](data:image/png;base64,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)
для всех
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAkAAAARCAYAAAAPFIbmAAAAAXNSR0ICQMB9xQAAAAlwSFlzAAAOxAAADsQBlSsOGwAAABl0RVh0U29mdHdhcmUATWljcm9zb2Z0IE9mZmljZX/tNXEAAACNSURBVCjPY2hsbGQghBnIUgQEjEDMhFdRnodsEQOD8e3Y+npJ8q0DWQPFjFgV1dfHShozMNwGKvhnHN3gg9Okjo40Hnc541nI7sFQVJ3lYiRrHNWL1005brLFsh55RTgVgazykJVd6ZFXb4hTEcjhRgxGe6Kj3cLRFcIZDbHG3kCf/WUwjl5AnbijrSIAJrDaRde1p1wAAAAASUVORK5CYII=)
. Подгруппа
![](data:image/png;base64,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)
- силовская в
![](data:image/png;base64,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)
, поэтому
![](data:image/png;base64,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)
, где проекция
![](data:image/png;base64,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)
- силовская 2-подгруппа в группе
![](data:image/png;base64,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)
.
Известно, что в
![](data:image/png;base64,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)
и в группе
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABEAAAAXCAYAAADtNKTnAAAAAXNSR0ICQMB9xQAAAAlwSFlzAAAOxAAADsQBlSsOGwAAABl0RVh0U29mdHdhcmUATWljcm9zb2Z0IE9mZmljZX/tNXEAAAD8SURBVDjLY2hsbGSgFDOMIEOAgBGImRB4FRPJhjTEGnsDNf8F4v9A/I9B1n1XWkcHD8neqc/zMJRlYHgj65FXRHaY1Eca+zIwGN+Jra+XJNuQKGOGhQzGUQvJDtiOjjQeDxmGPfi8QtCQ6iwXI1kG2ZseefWGZBuS4yZbwiDrsRtbjOA0BJQWYOzy8jRedzSvrIKmF5yGoDu9NtLQj4FB9jWMDwofT1mGXdhiCs7I85AtYpBx3xOalsYHNNAYmDZeA2NlPnpAu8sZz8JpSH19rKQxA8NtaAr9iy1GCBpCDB48hoBjTM54dmh5uTTZhgCzwHxwmKHl5mFWPAIAlnkz+ZCcxa8AAAAASUVORK5CYII=)
силовская 2-подгруппа не нормализует ни одну примарную подгруппу нечетного порядка >1 (см. работы ). Поэтому изоморфизм
![](data:image/png;base64,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)
с
![](data:image/png;base64,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)
или
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABEAAAAXCAYAAADtNKTnAAAAAXNSR0ICQMB9xQAAAAlwSFlzAAAOxAAADsQBlSsOGwAAABl0RVh0U29mdHdhcmUATWljcm9zb2Z0IE9mZmljZX/tNXEAAADjSURBVDjLY2hsbGSgFDOMMEOAgBEZk2xIQ7SxD1DjPyD+D6ZlPXandXTwkOyS+jwPQ1kGhjeyHnlFZHsH4hrju7H19ZJkGxJlzLCQwThqIdkB29GRxuMhw7BH1i2nmGxDIOEhe9Mjr96QbENy3GSLGWQ89mCLEZyGIKcDbF7BlVZwOr0+0tiXgUH2DYwPNlSWYTe2mIIz8jxki8BOLy/nrc5yMQKmjdcMxtEL0APaXc54Fk5D6utjJY0ZGO5AU+g/bImLoCHE4MFjSHl5Gi/QkNmx5eVSZBsSbcywAFtuHmbFIwAhkDSefkb6ngAAAABJRU5ErkJggg==)
исключается.
Пусть
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAYCAYAAAD6S912AAAAAXNSR0ICQMB9xQAAAAlwSFlzAAAOxAAADsQBlSsOGwAAABl0RVh0U29mdHdhcmUATWljcm9zb2Z0IE9mZmljZX/tNXEAAAFbSURBVEjHY2hsbGSgJmYYNRAiyMDABMGrmNDlVsHlsMtjGFZfHytpzMBwG6jhL4OMx560jg4emFxHRxqPuyzDLqDcP7C8cdR8or3cEG3sw8Ag+8Ylq9oIXS7KWLbXI6/ekKQwzHMzTpGTY7jBYBS1CN0HJnIeM5FdTtBAkNc8PKKTIa40vhtbXi4FNzDPw9DYLS+FpEiBaYKG5x1Zt5wSZJfj8i5OA5E1RRszLIBFDsjlbsZutbi8i9VAdE0g18oyyN4ERQ4h7+JMNm5ueWEo4SnLsBsUOTluxqnYvAsEjLgNjPSwR9cES0Jyxu6z0L0LttDYowYmjmJLWlooH9C7daFpaXxYEvsdWY+8Iuw5B5FjEK6INfYGp34wNr4dW18viRJRHqbJ2LwLjjRZj90YLiQXg4LDOLrBh2qlTbSxcT2ybygyDBS2RkZRDXhjmSTvQsMdObJGqwDKMQAVOrK9jbOz1wAAAABJRU5ErkJggg==)
изоморфна
![](data:image/png;base64,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)
,
![](data:image/png;base64,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)
или группе Ри. В этих группах подгруппы нечетных порядков, нормализуемые силовской 2-подгруппой, сопряжены подгруппами из абелевой холловской подгруппы (, с.213, , с.53). Значит, существуют элементы
![](data:image/png;base64,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)
и
![](data:image/png;base64,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)
такие, что
![](data:image/png;base64,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)
для каждого
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAkAAAARCAYAAAAPFIbmAAAAAXNSR0ICQMB9xQAAAAlwSFlzAAAOxAAADsQBlSsOGwAAABl0RVh0U29mdHdhcmUATWljcm9zb2Z0IE9mZmljZX/tNXEAAACaSURBVCjPY2hsbGQghBnIUvSfgYGRgSGUGa+iLA/ZIgYGo1ux9fWS5FsXysDAzADBjFgV1dfHShozMNwGOuifcWyDN06TysvTeN3ljGchuwdDUXWWi5GscVQvXjfluMmWyHrkFeFU1NGRxuMhK7vSI6/eEKfDy8tjpYwYjPZER7uFexQ3GGBV1BBr7A004Q+DcdR86sQdbRUBAN5n2j5qf6i6AAAAAElFTkSuQmCC)
. Теперь для элементов
![](data:image/png;base64,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)
и
![](data:image/png;base64,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)
и для любых
![](data:image/png;base64,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)
,
![](data:image/png;base64,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)
,
![](data:image/png;base64,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)
,
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAC0AAAAYCAYAAABurXSEAAAAAXNSR0ICQMB9xQAAAAlwSFlzAAAOxAAADsQBlSsOGwAAABl0RVh0U29mdHdhcmUATWljcm9zb2Z0IE9mZmljZX/tNXEAAAIbSURBVFjD7ZfPTsJAEMZHzspdcb3xAHQewIuBEv/cmrA0vfZATA9o0gPqlhvP4EXlouER1DdRXsDwChC7heruugttYlCUw4SwtPv9OvPtTIFutwurFisHvIb+l9ADgALIsfFroTkch2wi3MWf4zQq9PLEBP7jwJe0wuHGxA7a6Xrk4WH8JBOk7Hgp0PC1zAXTtYziccw9QS86VH9LMr9rP/u93uZC6EEOUTVrndaBRQDexDID4IvH2LZ6fRh6OwgwBHRvdftN7YJD3b3Sl17P37QJPKWCvEQA5M0OWGURdOTiEZD6oy4zujitkvN475Fp76YF/Rj6dSE0C2iZBqycZtxFuNWVTg3+sFWsXjm+X8xijyQ5u/AMxH7SPSRj3va8KhjbT1ZgQeRVtoXZHikUqZ6e5fW60dPzgHVtKIHYq11ntQYL7Ers/ZEOOgz9rZqmCqJuLuCkrGhfqHB8vU7Iw0Grg7kqYzX6IgzXn3ldOkeqrpTBRmz+WVNPvNhxHEss7bSzDLTdhPdWfnCcMCxl6T6BTdr8oIt6FAvJgFGTpupKm3zxIzZvxJt5FUyH5xN8sael/ebomXRzDQ7e1tCNjr5rEPm+U6S0ta+rhrim6uYScRGZKWt5x3cYOqXY1y+zagxFWyVDitTv08yqupmF+OGxrGY07+0rc8Wm/k9sM+sk8hQltY8hpdPNKSS/2CwjdLrrPwFr6L8G/Q6z4+UFvGeKYwAAAABJRU5ErkJggg==)
имеем:
![](data:image/png;base64,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)
. Таким образом,
![](data:image/png;base64,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)
. Так как
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEMAAAAVCAYAAAAdHVOZAAAAAXNSR0ICQMB9xQAAAAlwSFlzAAAOxAAADsQBlSsOGwAAABl0RVh0U29mdHdhcmUATWljcm9zb2Z0IE9mZmljZX/tNXEAAALfSURBVFjD7Ve9TuNAEJ6kBnqO7EPEA/U1aGPETxeBbaU65AJFLgDJBco56VLkngFIcxKPwE/PKyDIC3B5BcjteL3BcnYTh5DidLY0kp14Z2e+me+bNXQ6HShMWgHC/wyGuEoAN+UCDGFtD/eA2Xd+t7vyz4MhrrKsLpQ/sz6KGuucNw+Vn9xg3MgFKZPtlXWy7LZW9xcn2xYDeGU7Oz0LrLtGFK1Pj/cj5jEYjv19c5P9Fv+9oRPtzwRDIe9g+ZoWjQ29K9+vr3HkLV2bfbVR8siDY7oPw8Y3BLwlAJqcnQG619n3XYRLEee7sNE4ZuuonwbEQ9bb8oLDKLCrDN1fU8EgIFpO9SB2xGq36aTbDdylzRhvni0biDD0V3kFHtBr79FzwPHYDqKqrC7uMzs41a2LgQJ8IdCIEggwUMDRs20HdZOPCWcSiNI7Ntq7ps1UgMukhqgydeVI7eUhRvUw3JBUYU/bJxeWbq1rQZ86mO67XX/FrsA9VOx7KmrkOFXyEYb1DdVlRjASTg6VM50F9tYPVaHZfDVzd6rIiaoh5y1KWu2VUEB0Kz4ig8ds16rKUycoAKm7agRGkk9MDaE5AOxVl0OWc6IaOMgjTAa+vhkN3cu8OsHQ68UjUBPLzLEp1lD1KUYP4Uo8P+f1Mb7JtlT69xqD2ySpkRSo/BvMrRPIf9Z9f03SdT4wBIXPEwGNC1B1WgfzTL6JFtOp9AfqMDIJ16I0oaBlJWUiJUoqU5hppoqp4kso8UeI/flnwXgBy+2bUZcqrRWuBWkS60RKtGPKzgGGEta0Fphon+vbRFaGDYVSow71acK6yORQOjGhX4YuNRYrdcxWo9l09J4JRtIdzyXRAUqEyESwQsBLQ9O4XeRoHWtDhT/4YbiqwIkPdiIRavE89JKjEgbyfRnzEY1Y0ZEmWuf+UNO2vGaULWIKeOVfBZ0c7HLvG9jsVE9N/fgsPuELMAowCjC+yv4CVuaucCHNngcAAAAASUVORK5CYII=)
, то
![](data:image/png;base64,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)
, причем
![](data:image/png;base64,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)
нормальна в
![](data:image/png;base64,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)
. По индукции
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABEAAAARCAYAAAA7bUf6AAAAAXNSR0ICQMB9xQAAAAlwSFlzAAAOxAAADsQBlSsOGwAAABl0RVh0U29mdHdhcmUATWljcm9zb2Z0IE9mZmljZX/tNXEAAAEoSURBVDjLxZNBasJAFIb/uBb3Yt4hmtcjyBjRLgNtQ7azEMnCFrIQOskuxygupSewuu8VSuoNvIK2M2Jg2kCatkgHHsO8Gb735p9/kGUZ/ho4G0QPR0fLCqeaX7ZqIbFPM31wr+PdzOTHMyt/OO7RYCXzvF17nTTksS584CgdmfVSV59P+h6BXyKluo00mQq6B/nPppppP2Q82tW/heS5bPsu1iSmd0kS9Bgoyo4aC6ti/4JAr0LwA8DF1/abQW74ygjogHb9yZx/9cS3Hha4HD4NCSsHvA2SpPcjiFJRV2uw5TAdG20MCO5gHUjZaQ45XoXfSh1O0KIO9MmlUgYd4WID73pROtLktT+YgB1csTGg0sEVSBrx6OTSve3ISt5y8Pk/4L9APgC6h4ld4mo2dgAAAABJRU5ErkJggg==)
разрешима и по лемме Чунихина
![](data:image/png;base64,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)
. Противоречие. Теорема доказана.
Следствие 1. Конечная группа, являющаяся произведением двух сверхразрешимых подгрупп нечетных индексов, 2-нильпотентна.