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11篇 您的检索式:作者名="Lawrence CH"
    题名 作者 年代 出处 被引量
1Distribution of the orexin-1 receptor (OX1R) in the mouse forebrain and rostral brainstem: A characterisation of OX1R-eGFP mice显示文摘Ch'ng SS Lawrence AJ 2015J Chem Neuroanat2015,6667,:1
2Astrocytic response to injury显示文摘Lawrence F Eng Albert Yu CH 1992Prog Brain Res1992,94,:1
3Effects of hetastarch and mannitol on prolonging survival in stable hypothermia in rats显示文摘Tze FL Jeffrey W Lawrence CH 2000Am J Physiol Regul Integr Comp Physiol2000,278,4:1
4Dextropreponderance of corpus lutuem rupture:A clinical study显示文摘Lawrence CH Tang 1985J Reprod Med1985,30,10:1
5The long-term results of cartilage removal alone for thetreatment of ehondrodermatitis nodulari 显示文摘Hudson-Peacock MJ Cox NH Lawrence CH 1999Br J Dennatol1999,141,4:1
6Discovery and saturation analysis of cancer genes across 21 tumour types 显示文摘Lawrence MS Stojanov P Mermel CH 2014Nature2014,505,7484:1
7Preparation, char- acterization, and performance of a novel fixed-bed Raney catalyst显示文摘Wu Cheng Ch Lawrence J C Carmo J P 1989Ind Eng Chem Res1989,28,:1
8Discovery and saturation analysis of cancer genes across 21tumour types显示文摘Lawrence MS Stojanov P Mermel CH 2014Nature2014,505,:1
9The relationship of a phenolic metabolite and a morphological character of Aspergillus rugulosus显示文摘Hassall CH Lawrence K 1964Journal of General Microbiology1964,35,:1
10Preparation, characterization, and performance of a novel fixed-bed Raney catalyst 显示文摘Wu-Cheng Ch Lawrence J C Carmo J P 1989Ind Eng Chem Res1989,28,:1
11Bounded type Siegel disks of finite type maps with few singular values Dedicated to the Memory of Professor Lei Tan显示文摘Let U be an open subset of the Riemann sphere C. We give sufficient conditions for which a finite type map f : U →C with at most three singular values has a Siegel disk compactly contained in U and whose boundary is a quasicircle containing a unique critical point. The main tool is quasiconformal surgery à la Douady-Ghys-Herman-(S′)wia tek. We also give sufficient conditions for which, instead, ? has not compact closure in U. The main tool is the Schwarzian derivative and area inequalities à la Graczyk-(S′)wia tek.Arnaud Chéritat Adam Lawrence Epstein 2018Science China Mathematics2018,61,12:0
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