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256篇 您的检索式：作者名="Kirk W A"

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	题名	作者	年代	出处	被引量
1	Quality in the technical performance of colonoscopy and the continuous quality improvement process for colonoscopy: recommendations of the U.S. Multi-Society Task Force on Colorectal Cancer显示文摘	Douglas K Rex John H Bond Sidney Winawer Theodore R Levin Randall W Burt David A Johnson Lynne M Kirk Scott Litlin David A Lieberman Jerome D Waye James Church John B Marshall Robert H Riddell	2002	The American Journal of Gastroenterology2002，，6：	3
2	A fixed point theorem for asymptoticaly nonexpansive mappings显示文摘	Goebel K Kirk W A	1972	Proc Amer Math Soc1972，35，1：	2
3	Fixed point theorem for non-Lipschitzian mappings of asymptoticaly nonexpansive type 显示文摘	Kirk W A	1974	Israel J Math1974，11，：	2
4	Fixed point theorem for non-lipschitzian mappings of asymptoticaly nonexpansive type显示文摘		1974	Israel J Math1974，11，：	1
5	A Fixed Point Theorem for Asymptotically Nonexpansive Mappings 显示文摘	GOEBEL K KIRK W A	1972	Proc Amer Math Soc1972，35，：	1
6	Fixed point theorems for non-Lipschitzian mappings of asymptotically nonexpansive type显示文摘	Kirk W A	1974	Israel J Math1974，11，：	1
7	Fixed point theorem for non-Lipschitzian mappings of asymptotically nonexpansive type显示文摘	Kirk W A	1974	Israel J Math1974，11，：	1
8	Relationships between Disability Measures and Nursing Effort during Medical Rehabilitation for Patients with Traumatic Brain and Spinal Cord Injury显示文摘	Heinemann A W Kirk P Hastie B A	1997	Arch Phys Med Rehabil1997，78，2：	1
9	A fixed point theorem for asymptotically nonexpansive mapping 显示文摘	Goebel K Kirk W A	1972	Proc Amer Math Soc1972，35，：	1
10	Fixed Point Theorems Non-Lipschitzian Mappings of Asymptotically Nonexpansive Type 显示文摘	KIRK W A	1974	Israel J Math1974，17，：	1
11	A fixed point theorem for asym- ptotically nonexpansive mappings 显示文摘	Goebel K kirk W A	1972	Pro Amer Math Soc1972，35，1：	1
12	A fixed point theorem for mappings which do not increase distance 显示文摘	KIRK W A	1965	Amer Math Monthly1965，72，：	1
13	Iteration processes for nonexpansive mapping显示文摘	Kirk W A	1983	Contemporary Math1983，21，：	1
14	Ultra-low Electrical Percolation Threshold in Carbon-nanotube-epoxy Composites显示文摘	Sandler J K W Kirk J E Kinloch I A	2003	Polymer2003，44，19：	1
15	Ultra - low electrical percolation threshold in carbon - nanotube - epoxy composites显示文摘	Sandler J K W Kirk J E Kinloch I A	2003	Polymer2003，44，19：	1
16	Fixed point theorems for non-lipsehitzian mappings of asymptotically nonexpansive type显示文摘	Kirk W A	1974	Israel J Math1974，17，：	1
17	A fixed point theorem for asymptotically nonexpansive mappings显示文摘	Kirk W A	1972	Proc Amer Math Soc1972，35，：	1
18	7 regulation of the yeast general amino acid control pathway in response to nutrient stress显示文摘	Ronald C W Kirk A S Jana N	2004	Topics in Current Genetics2004，7，：	1
19	A fixed point theorem for asymptotically nonexpansive mappings 显示文摘	Goebel K Kirk W A	1972	Proc Amer Math Soc1972，，35：	1
20	Fractal parameters and computer image analysis applied to wear particles isolated by ferrography显示文摘	KIRK T B STACHOWIAK G W BATCHELOR A W	1991	Wear1991，145，2：	1

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