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61篇 您的检索式：期刊名="Comput Maths Math Phys"

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	题名	作者	年代	出处	被引量
1	The search for a global maximum of a convex functional on a admissible set显示文摘	Strekalovskii K S	1993	Comput Maths Math Phys1993，33，3：	1
2	Methods of fictitious domains for a second order elliptic equation with natural boundary conditions显示文摘	Astrakmantsev G P	1978	USSR Comput Math and Math Phys1978，18，1：	1
3	On the stability of the functional optimization problem显示文摘	Tykhonov A N	1966	USSR J Comput Math Math Phys1966，6，：	1
4	The relaxation method of finding the common point of convex sets and its application to the solution of problems, in convex programming显示文摘	Bregman L J	1967	Computational Math and Mathematical Phys1967，7，：	1
5	Certai modification for the approximate solution of algebraic equations 显示文摘	DOCHEV K BYRNEV P	1964	Compute Method and Math Phys1964，4，：	1
6	On the stability of the functional op?timization problem显示文摘	Tykhonov A N	1996	USSRJ Comput Math Math Phys1996，6，：	1
7	Modification of the extragradient method for solving variational inequalities and certain optimization problems 显示文摘	Khobotov E	1987	USSR Comput Math Math Phys1987，27，5：	1
8	The Canonicity of Mappings Generated by Runge-Kutta Type Methods When Integrating the System x = D-U/Dx 显示文摘	Suris Y B	1989	Comput Math and Math Phys1989，29，：	1
9	On the stability of the functional optimization problem显示文摘	Tykhonov A N	1966	USSR Comput Math Phys1966，4，：	1
10	The problem of the convergence of the iteratively regularized Guass-Newton method显示文摘	BAKUSHINSKII A B	1992	Comput Math Phys1992，32，：	1
11	Application of a solution of the Riemann problem to the SPH method 显示文摘	Parshikov A N	1999	Comput Math Math Phys1999，39，：	1
12	The conjugate gradient method in extreme problems显示文摘	POLAK B T	1969	USSR Comput Math and Math Phys1969，9，：	1
13	On the convergence of a regularization method for variational inequalities 显示文摘	KONNOV I V	2006	Comput Math Math Phys2006，46，4：	1
14	The conjugate gradient method in extreme problems 显示文摘	POLYAK B T	1969	USSR Comput Math Math Phys1969，9，：	1
15	The error principle in the solution of operational equations by the regularization method显示文摘	Morozov V A	1968	USSR Comput Math Math Phys1968，8，：	1
16	On the stability of the functional optimization problem显示文摘	Tykhonov A N	1966	USSRJ Comput Math Phys1966，6，：	1
17	The method of functional equations for the approximate solution of certain boundary value problems 显示文摘	KUPRADZE V D ALEKSIDZE M A	1964	Comput Math Math Phys1964，4，：	1
18	Exact auxiliary functions in optimization problems显示文摘	Yevtushenko Y G Zhadan V G	1990	USSR Comput Maths and Math Phys1990，30，1：	1
19	The conjugate gradient method in extreme problems显示文摘	POLAK B T	1969	USSR Comput Math Math Phys1969，9，：	1
20	Ap- proximate Noether-type symmetries and conservation laws via partial Lagrangians for PDEs with a small parameter 显示文摘	JOHNPILLAI A G KARA A H MAHOMED F M	2009	J Comput Appl Math Phys2009，223，：	1

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