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97篇 您的检索式:期刊名="Phys A Math Gen"
    题名 作者 年代 出处 被引量
1Nonadiabatic noncyclic geometric phase 显示文摘Seleznyva A N 1993Phys A Math Gen1993,3,26:1
2Solitons in a nonlinear model medium显示文摘VAKHNENKO V O 1992J Phys A Math Gen1992,,25:1
3Supersymmetric Quantum mechanics Based on Higher Excited States 显示文摘Marko Robnik 1997J Phy A : Math Gen1997,30,:1
4General 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
5Group classification of heat conductivity equations with a nonlinear source 显示文摘Zhdanov R Z Lahno V I 1999J Phys A : Math Gen1999,32,:1
6Generalization of the fractional Fourier transformation to an arbitrary linear lossless transformation: an operator approach 显示文摘S Abe J T Sheridan 1994J Phys A Math Gen1994,27,12:1
7The Influence of Regenerative Losses on the Performance of a Fermi Ericsson Refriferation cycle 显示文摘Chen J He J Hua B 2002J Phys(A) : Math Gen2002,,35:1
8On the multifractal nature of fully developed turbulence and chaotic systems显示文摘Benzi R Paladin G Parisi G et aL 1984J Phys A : Math Gen1984,17,:1
9Dynamical symmetries and conserved quantities 显示文摘LUTZKY M 1979J PHy A Math Gen1979,12,7:1
10Comment on ' Quantum mechanical Carnot engine' 显示文摘Bhattacharyya K Makhopadhyay S 2001J Phys ( A ) : Math Gen2001,,34:1
11Symmetry classes of variable coefficient nonlinear Schrodinger equations显示文摘Gagnon L Wintemitz P 1993J Phys A : Math Gen1993,26,:1
12Singular anharmonicities and the anylytic continued fractions显示文摘Znojil M 1982Math Gen(Phys A)1982,15,:1
13Normally Ordering Some Muhimode Exponential Operators by Virtue of the IWOP Technique 显示文摘FAN H Y 1990J Phys A : Math Gen1990,23,:1
14Generalized Bogolyubov Transformation-bosonie Case 显示文摘FAN H Y 1991J Phys A : Math Gen1991,24,:1
15Numerical methods for Hamiltonian PDEs显示文摘Bridges T J Reich S 2006J Phys A Math Gen2006,39,19:1
16Forces on solid bodies immersed in nematic phases显示文摘Alouges F Coleman B D 1999J Phys A Math Gen1999,32,:1
17Analysis of Airplane Boarding bia spacetime geometry and random matrix theory显示文摘Bachmat E Berend D Sapir L Skiena S Stolyarov N 2006J Phys A : Math Gen2006,39,:1
18On the dynamics of a gene regulatory network显示文摘Grammaticos B Carstea A S Ramani A 2006J Phys A Math Gen2006,39,12:1
19The first-integral method to the Burgers-Kortewegde Vries equation 显示文摘FENG Z 2002Journal Phys A : Math Gen2002,35,2:1
20Soliton Solutions of Two Bidirectional Sixth-order Partial Differential Equations Belonging to the KP Hierarchy 显示文摘Verhoeven C Musette M 2003J Phys A :Math Gen2003,36,:1
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