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309篇 您的检索式:期刊名="Gen Math"
    题名 作者 年代 出处 被引量
1Dynamical symmetries and conserved quantities 显示文摘Lutzky M 1979Phys A: Math Gen1979,12,7:1
2Nonadiabatic noncyclic geometric phase 显示文摘Seleznyva A N 1993Phys A Math Gen1993,3,26:1
3Solitons in a nonlinear model medium显示文摘VAKHNENKO V O 1992J Phys A Math Gen1992,,25:1
4A path integral derivatiof of x-genus 显示文摘Meng Guo-wu 2003J Phys At Math Gen2003,36,:1
5Darboux transformation and soliton-like solutions for the Gerdjikov-Ivanov equation显示文摘Fan Engui 2000J Phys A: Math Gen2000,33,:1
6The mechanism of stochastic resonance显示文摘Benzi R Sutera A Vulpiani A 1981J Phys A: Math Gen1981,14,11:1
7Analysis of Airplane Boarding bia spaeetime geometry and random matrix theory显示文摘Baehmat E Berend D Sapir L Skiena S Stolyarov N 2006J Phys A: Math Gen2006,39,:1
8Supersymmetric Quantum mechanics Based on Higher Excited States 显示文摘Marko Robnik 1997J Phy A : Math Gen1997,30,:1
9A coupled Korteweg-de Vries equation with dispersion 显示文摘Kumpershmidt B A 1985J Phys A: Math Gen1985,,18:1
10Numerical methods for Hamiltonian PDEs显示文摘Bridges T J Reich S 2006J Phys A: Math Gen2006,39,:1
11General ized viscoelastic models,Their fractional equations with solu tions显示文摘SCHIESSEL H METZLER R BLUMEN A 1995J Phys(A) :Math Gen1995,28,23:1
12Dynamical symmetries and conserved quantities显示文摘Lutzky M 1979J Phys A: Math Gen1979,12,7:1
13Arithmetical degeneracies in simple quantum systems显示文摘Itzykson C Luck J M 1986J Phys A: Math Gen1986,19,:1
14Bilinearization of N= 1 supersymmetric Korteweg-de Vries equation revisited显示文摘Liu Q P Hu X B 2005J Phys A: Math Gen2005,38,28:1
15The q-deformed boson realisation of the quantum group SU(n)q and its representations显示文摘Sun C P Fu H C 1989J Phys A: Math Gen1989,22,21:1
16Generalized viscoelastic models: their fractional equations with solutions显示文摘Schiessel H Metzler R Blumen A 1995J Phys A: Math Gen1995,28,:1
17On the symmetries of the Julia sets for the process z←zp + c 显示文摘LAKHTAKIA A VARADEN V V MESSIER R 1987J Phys A: Math Gen1987,20,:1
18Constant Mean Curvature Surfaces via an Integrable Dynamical System 显示文摘Konopelchenko B G Taimanov I A 1996J Phys A: Math Gen1996,29,6:1
19An integrability test for differential-difference systems显示文摘RAMANI A GRAMMATICOS B TAMIZHMANI K M 1992J Phys A: Math Gen1992,25,:1
20Link between solitary waves and projective Riecati equations显示文摘CONTE R MUSETFE M 1992Phys A: Math Gen1992,25,21:1
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