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22篇 您的检索式:作者名="IBRAGIMOV N H"
    题名 作者 年代 出处 被引量
1Lie-B~icklund and Noether symmetries with applications 显示文摘IBRAGIMOV N H KARA A H MAHOMED F M 1998Nonlinear Dynamics1998,15,2:1
2A new conservation theorem显示文摘Ibragimov N H 2007J Math A- nal Appl2007,333,:1
3查看详情显示文摘Baikov V A Gazizov R K Ibragimov N H 0,,:1
4Principle of an a priori use of symmetries in the theory of nonlinear waves显示文摘Ibragimov N H Rudenko O V 2004Acoustical Physics2004,50,4:1
5Lie symmetry analysis of differential equations in finance显示文摘GAZIZOV R K IBRAGIMOV N H 1998Nonlin Dyn1998,17,:1
6Lie symmetry analysis of differential equations in finance显示文摘Gazizov R K Ibragimov N H 1998Nonlinear Dynam1998,17,:1
7Conservation laws for the Maxwell-Dirac equations with dual Ohm' s law 显示文摘Ibragimov N H Khamitova R 2007Journal of Mathematical Physics2007,,48:1
8Lagrangian approach to evolution equations: Symmetries and conservation laws 显示文摘IBRAGIMOV N H KOLSRUD T 2004Nonlinear Dynamics2004,36,:1
9A New Conservation Theorem显示文摘Ibragimov N H 2007J Math Anal Appl2007,333,:1
10Lie-Backlund and Noether symmetries with appli- cations显示文摘Ibragimov N H Kara A H Mahomed F M 1998Nonlinear Dynam1998,15,2:1
11Principle of an a priori use of symmetries in the theory of nonlinear waves显示文摘IBRAGIMOV N H RUDENKO O V 2004Acoustical Physics2004,50,4:1
12Principle of an a priori use of symmetries in the theory of nonlinear waves显示文摘IBRAGIMOV N H RUDENKO O V 2004Acoustical Physics2004,50,4:1
13Approximate symmetries显示文摘Baikov V A Gazizov R K Ibragimov N H 1988J Mat sb1988,1,198964427441:1
14Perturbation methods in group analysis显示文摘Baikov V A Gazizov R K Ibragimov N H 1991Journal of Mathematical Sciences1991,55,:1
15A new conservation theorem显示文摘Ibragimov N H 2007J Math Anal Appl2007,333,:1
16Effect of resonant absorption in viscous and dry vibrating contact: Mathematical models and theory connected with slow dynam- ics and friction welding显示文摘Gazizov R K Ibragimov N H Rudenko O V 2013Communications in Nonlinear Science and Numerical Simulation2013,,6:1
17Differential invariants of nonlinear equations 显示文摘Ibragimov N H Torrisi M Valenti A 2004Nonlinear Science and Numerical Simulation2004,9,1:1
18A new conservation theorem 显示文摘Ibragimov N H 2007J Math A- nal App12007,333,1:1
19Nonlinear self- adjointness in constructing conservation laws显示文摘Ibragimov N H 2010Archives of ALGA2010,78,:1
20Integrating factors, adjoint equations and Lagrangians 显示文摘Ibragimov N H 2006J Math Anal Appl2006,318,2:1
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