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11篇 您的检索式：作者名="Kisil"

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		题名	作者	年代	出处	被引量
	1	Endothelial dysfunction indicators in patients with diabetic foot syndromev 显示文摘	Gerasimchuk PA Kisil PV Vlasenko VG	2014	Vestn Ross Akad Med Nauk2014，5，6：	1
	2	Platinum metals catalytic systems in nitric acid production 显示文摘	Chernyshov V I Kisil I M	1993	Platinum Metals Rev1993，37，3：	1
	3	Norisoprenoids from aerial parts of Cichorium pumilum显示文摘	Kisil W Michalska K Szneler E	2004	Biochem Syst Ecol2004，32，：	1
	4	Automated growing of large alkali halide single crystals显示文摘	B.G Zaslavsky B.V Grinyov V.S Suzdal A.M Kudin I.I Kisil S.I Vasetsky A.I Mitichkin	1999	Journal of Crystal Growth1999，，：	1
	5	Norisoprenoids from aerial parts of Cichorium pumilum 显示文摘	Kisil W Michalska K Szneler E	2004	Biochem Syst Ecol2004，32，3：	1
	6	Platinum metals catalytic systems in nitric acid production 显示文摘	Chemyshov V I Kisil I M	1993	Platinum Metals Review1993，37，3：	1
	7	The Riesz-Clifford functional calculus for noncommuting operators and quantum field theory显示文摘	Kisil V V Ramirez de Arellano E	1996	Math Method Appl Sci1996，19，：	1
	8	Platinum metals catalytic systems in nitric acid production显示文摘	Chernyshov V I Kisil I M	1993	Platinum Met Rev1993，37，3：	1
	9	A constructive method for an approximate so- lution to scalar Wiener-Hopf equations 显示文摘	Kisil A V	2013	Proceedings of the Royal Society A: Mathematical Physical and Engi- neering Science2013，469，2154：	1
	10	Reinvigorating the Wiener-Hopf technique in the pursuit of understanding processes and materials显示文摘The Wiener-Hopf(WH)method was created in 1931,by Norbert Wiener and Eberhard Hopf,to deliver exact solutions to integral equations with convolutiontype kernels on a half-line.It appears that this problem is closely related to that posed by Riemann in 1857 on the problem concerning the construction of a Fuchsian system of differential equations with given singular points and a prescribed monodromy group.This later became known as the 21 st Hilbert problem.The WH method is a powerful and long-standing tool that served as a catalyst in broadening the applicability of Fourier analysis,owing to the essential characteristics of analytic functions.Employing the Fourier transform(FT)to the integral equation leads to a RiemannHilbert(RH)problem on the real axis。	David Abrahams Xun Huang Anastasia Kisil Gennady Mishuris Michael Nieves Sergei Rogosin Ilya Spitkovsky	2021	National Science Review2021，8，2：	0
	11	Erlangen纲领初阶:从群SL2(R)开始显示文摘最简单的具有非交换乘积运算的事物也许就是矩阵元是实数的2×2矩阵.其中那些行列式为1的矩阵在矩阵乘法下形成一个封闭的集合(因为det(AB)=det A.detB),单位矩阵属于这个集合而且在集合中,	Vladimir V. Kisil 白承铭(译) 王世坤(校)	2009	数学译林2009，，4：	0

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