Methods. An initial su... VE Brown,CA Pilkington,BM Feldman,... - 《Rheumatology》 被引量: 191发表: 0年 Management dilemmas in pediatric nephrology: Cystinosis (2014) Nephropathic cystinosis: an international consensus document. Nephrol Dial Transplant 29:iv87鈥搃v94.doi:10.1007/s00467-015...
Indoor environmental exposures and exacerbation of asthma: an update to the 2000 review by the Institute of Medicine. Environ Health Perspect. 2015;123(1):6–20. Central... Nicole,Wendee - 《Environ Health Perspect》 被引量: 6发表: 2015年 To what extent is allergen exposure a risk factor ...
Two rodent models of autoimmune type 1 diabetes have been used to investigate the role of insulin as an autoantigen in this disease. In lymphopoenia-induce... VL Heath,P Hutchings,DJ Fowell,... - 《Diabetes》 被引量: 46发表: 1999年 Following the Fate of One Insulin-Reactive CD4 T cell...
(140) of an occupancy (141) of the equipment (121-124) taking into account the execution time (131); (e) check (150) whether the occupancy is within a predefined range of values; and if applicable (151), proceed with step f), if not applicable (152), mark the device (121-124) ...
The invention relates to a display device for an electric vehicle, which display device can signal or display the state of charge of the battery of an electric vehicle by means of a lighting element or illumination means. The display device projects the information about the state of charge of...
Clean up the logic when asking to overwrite an existing file. Browse files This now requires that the first non-blank character be a "y" or a "Y", and avoids a possible issue if the I/O operations on the terminal change errno. Loading branch information madler committed May 5, 202...
已知数列{an}满足:a1+a2+…+an=n-an,其中n∈N*.(1)求证:数列{an-1}是等比数列;(2)令bn=(2-n)(an-1),求数列{bn}的最大项. 试题答案 在线课程 考点:等比关系的确定,数列的函数特性专题:计算题,转化思想分析:(1)利用等比数列的定义证明数列{an-1}为等比数列并求得通项公式;(2)由(1)求得...
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