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【求助】巢式病例对照研究校正混杂因素

发布于 2014-10-12 · 浏览 3123 · IP 重庆重庆
这个帖子发布于 10 年零 214 天前,其中的信息可能已发生改变或有所发展。
两个问题:1、将SHBG分为四个区间,计算OR值,如何在SPSS中实现;2、SPSS输出的结果中如何一一解释?
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**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**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**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**7zJCmPqbWzrUpvua4k53i+zuouvMwEmwASYABNgAkyACXyXBNQcM36XZedCMQEmkBsCqWFb0Y3ml1VqzYX3**TcBM3HvR8Qf+cE/pnaDzamlLZ5ezhOXY7d/lFIyUes307QVLzxnot6AvcuWxH2ubArAfpOBCvUmEJ24udGXTDD9R6SlQrJp0yACTABJsAEmAATYAJMQB0**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**zsa2RA1w3rsDiTRfgu2YyfPe5Y4rTAvxskT8fK1mmLphbz12MI09SpLdoNcbPK4ahQWFVExF5LOQX5fBeHLVugMk2xvlY5ZTHJ/38EPM2FzsE5Wf8mHFZLmMusjuLQ5j/RRp7khZO7aJ4c/0KLpO2dAItWOvRsP7lxVAyIbKBocpJXHbx8**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**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**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**eVOnZrnPub37CSIb9RuUwiFi2VA4D88to28zT0bM2kVA9orUyH6bXbOG4NlsIEvO3dcrV0J5cPUYu3bsxGvpSD5v8w0rb2SiRC7w95rO4NFjGPFZRwYv9yN9vhxwbSczBs7DO1hnNhNGoPdkPJv0YeZRe2r17kytVAeY3rsDPRac4alO0rAHXPPaodLfztLh3fn0h508yZmbDMEnWDNsImt8H+tCySEEhIAQEAJCQAgIASEgBISAEBACQkAIfGAE3qxihTS41G5IJd1yoD82cSgolCcXj7FTZ5XSpD+DmmRThion8D4dhPaxL/s3XzJdBhR6kTXfT2DHndQU7TuLZdN+YMS0hfzW153kdzYx5vv1+EVYuxhqLRT//dfJ+e1yNv+5lJmDG2KrLGGC/lrODud+rNy2jiW/foOHrQofeJGrSh5t8D6**/uN89RgyG9TGdH/W8bOGEJd2/v8/ds6DkUoXwzpX+XQ+fwM/XMjKxf8RKcCKqHwf/H7TxQrBkLyVwgIASEgBISAEBACQkAICAEhIASEwIdE4A0rVkDjXJZGVTOq1TbebD16kdN7dnNLZ5Xi0RiPaqWUNctNtm7x4drpvWwIMF0G9OLKYdYfvg/Jq/Bpq5Kk1VmxaDJSulVrpaxROo3D2zlw5ZlRfdmSt9d4xncuh6NNMlKmSaMUK+rI35MZEzri5pgSTco0pI24qLuhjVL0kCcfGUL+wcfHh+OX7pEincog8CTnrj/RBdQfJeg+cxSfFkmPxiYVdmmiEjIEkL9CQAgIASEgBISAEBACQkAICAEhIASEwAdEwODI5M0VWZOT6m1rY7tnNVv//J00fn5KUVKbKsVz4EwtpSDZwr6DfzHXxi9**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**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***L9wMbtcPmZgl6q4OjtTxKODYv6EdcuPcCt/RVpVDmKDl6+ao9QdamBz7gSH0legVomMEQPguOs2XhK9scCPN2/jbMVRLP+uGW55c1**ZBFyhN7**n1TixLz4byYtiIFX69T/gN07TdnYUoVtyMg4F5kG1NmzbunTmJJ2s5MGtZUpe+Ec+Fq9PxpEA2Oz2SosZLPbAlVh3X1DPv+K0P9Mg5xfFgYJaBJSfqsmUmvU74lS0PGrFnIljUdqTRGs5dft1cWI844u9amR6/q3F+7Ca8bUSpHpZC4yMV83fipU308GhS1uMRHe+8qx4+nwDVv5pcHJGbS0GSpxIj/TVDWVZlVG7Ylo0tBCtr+x7Xbpk8lj71Yftad+csG0NotD06FilLa+SlXbz9U7wV1KP8GXst3krx1W9roTL9TZcH9k4584nCbk8HpKFYsu1qmYGV5bTOTV80unTh+NZZn3oivnFpFQGeev2KZP24tquCaOsYXolUpxB3IUvvTOFXjh5VT+O7zmhSx9WXZwC40678e37i2bbFxosbXIxhV+QKTR6/hVv12dKycLfJ9G7**FkKowbTXamb97UKPT8viEIVCtU/l/2ra7sKM+VEt0UgAI8uMlcIwWy5ck/lx/NL9yGfGgnSvelkbeIh5s05TuEczqjjo+6HUzpSukpkrm3fg5f9Yp2rlYdB1/PxDLCwjM5ZCWWKeX02vZp0ZtiUFlSrolMoWO2N9RNUHXTrPiWQxP66N09V9BJuRVRdE5xdn0VL2uH3Fz55Foq0eTKPH+KXGFdmqMGByPyr/PZ8xi+5Sv0tzqph83MeIEtvPJ/+wrM/nNB7mhX2lkrgoBZxJqRMio2GMcHcv07q0oHDxWlTWOWWu2p0RJpaZKcmWNzfJjivrG4vWibEJb+29OOo2Qe3mETf8/NVykNSkTmk87FX1E2FJFcwZNe4zb2McW7uJQ1ZdkRNSJ0aoLD+/RoFiO7Umf2vCWMojrjapnuY3125scKr1FSsXf0OnugVJcX4tA9t2pe8KX6MxvDVhzBVOWV1U78qUUWXxmTydxbcq0cWzPE7qWyH2w3J70d47zsJpf1NaWXl/5vry944uXWvCvJz/q/cTL6dp5RU1ht2zYKWaHGmJZ2ULVpsWw7y9PsjK0kgwIfDKBIx7mFdOLO4E0lK8Ti01Q7abPX5616qhOqe1pyijlgm5vDSDozotne+IoFwmM0yazHkorXyxXPw3UM0tPeCc9xGCyzagaSkjp5iaFKROG4ciQWOnPmLzqPWEunDKG/29W/wXFOPjLaJQmagzqBcdXPVr4eMuaGQITVoKNOnL0h3Lme2Zif2j1NKGNj+x2twSonztmbjC2KGj0fmCr6hl0Wq4MB0n/hrptGvFL0wfVIZgtXzli9knlfliXIKqpTz+F/A5firi33G/u0Yzh3HEfXKVI7tukcfYCkH5DXApnYfwi9fUrkdZKd+wNEG7TnJJtxOUNpiTu45AvQqUzKCzbLCmbuOQ4S3dtq3bjaHtC+t9BVjO1Hw45WBxmCfVLQyktUGn+WtDCJVitH9NhBIyK6dXH+SCxZ20dLIoxeSpY5wo60YxwweLZRGtuGM6exkZwYbMLoUpHH6df/8zej5s6/Jtj/IWFSqRcZXi5+Y1zodmpWCOtC8rfsykobFzorBLFux1AxjtM4Jv3CTQnH9N29oM+rapBdN1lfuTQP69GEqWrOkxLEDCLjO5lF+EKMVWjNlai+VVz7JzwayE/nONm1FK4cjQ8n9CCah16JvWsT6ZB92b5HtZ6ZbQZE3iWW5/GrvsFC9dhhoNmvLZoHFsWNYNp12Lmet92/Rj1SQ93Y9nBOxdzcyDheg3rBVZN/9Mj+F/mi5BeylObBeUSiFgDxOGb8OxSzcT587aez7MHb0T5wFK6ZMgi5jYGWvSO1Ewt3JCefnOm1veEXaDLZNmsM6xLUM8S5DW8F0SYc3Rn09ZS8+a1ShQoAKlKnZi8IID3IgNl/6eTdp8NPxyMD/0yM2pH/vTbfIhvUWdpchqieHlq4TmzoWzJes6S7LqJnCOrmD0mqwMGFA3ftYmyqLWa/4yDpbpxNCOmdg8aAhDrd6JJkZZbNLh4tGZsT98RMHTv/Bpt7nsj7KcTKCM2uc8uvcc26LV8Bw+iyOnj+B3fhtrv8jEliGTjSwF9dYdoVe5bPXOKDHkt/JnrHWboHZjQ5q0lvyP6YRKQQY7nQ8cc0fs7SZWWV+l3USIEvvza05a02vWtAlrwpimavIr1japC/km201y7J0L4eZeGY9WHfhm1lyWf5GN3ZNXGVkUWxPGpET6H+q9fPMg82aewq3fF3hm3c2gnhPMj99NoltoLzrl1dzZrMnpyaCmFqxerAljklfkj1fvJ8wkatUl1Rduncvwteno8m1L5QzcnNVy7GHeSh9kVVkkkBB4PQTi0Dy8nkyiU9GQulhNPimzkt+3+fKJawmSRzitrahm87OrTi3mrjSh3Ll+VXneP82kltWZFJ1QxFmaomo934s7+PkEkLJoNjLHW02kXpxB59i0YRt7d+zmz2P/qW4Q0rSPkZH6LHN0SJvAGUk1I5I+PzU8B1OlaWOWDhnC4**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
SHBG-N Engl J Med. .pdf (264 KB)

最后编辑于 2022-10-09 · 浏览 3123

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