Nonlinear evolution equations and dynamical systems : proceedings NEEDS '91, Baia Verde, Gallipoli, Italy, 19-29 June 1991
Nonlinear evolution equations and dynamical systems : proceedings NEEDS '91, Baia Verde, Gallipoli, Italy, 19-29 June 1991
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非线性演化方程和动力系统：NEEDS 91 会议记录，Baia Verde，Gallipoli，意大利，1991 年 6 月 19-29 日
DOI：
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发表时间：
1992
期刊：
影响因子：
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通讯作者：
F. Pempinelli
中科院分区：
文献类型：
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作者：
M. Boiti;L. Martina;F. Pempinelli
自我双重阳米尔斯方程和集成系统中的新特殊功能，M。AblowitzHamiltonian Systems和Chaos的第一积分，S。Bouquet，关于非线性进化方程和动力学系统的一些最新发现，F。Calogero，相关性Toda lattice及其三级形式的calogero ，J。Hietarinta直接证明，除Poles，N。Joshi和M. Kruskal概括2+1尺寸Loewner系统 - 参数化和结构，B。KonopelchenkoDelta -Problem and Syitons in 3+1 dimementional loewner System和M. Kruskal M. M. Kruskal概括2+1 dimentional loewner System和M. Kruskal M. M. M. +1尺寸，J.Leon Darboux在2+1个维度中转换代数，W。OEVEL可溶解的代数和函数方程，具有约束的可集成进化方程，p.m. Santini在完全离散的孤子系统上，D。Takahashi具有多项式非线性及其稳定性的经典场方程的精确解决方案P. Winternitz。
Self dual Yang-Mills equation and new special functions in integrable systems, M. Ablowitz first integrals of Hamiltonian systems and chaos, S. Bouquet some recent findings on nonlinear evolution equations and dynamical systems, F. Calogero the relativistic Toda lattice and its trilinear form, J. Hietarinta a direct proof that solutions of the first Painleve equation have no movable singularities except poles, N. Joshi and M. Kruskal generalized 2+1 dimensional Loewner system - parametrizational and structure, B. Konopelchenko delta-problem and solitons in 3+1 dimensions, J.Leon Darboux transform algebras in 2+1 dimensions, W. Oevel solvable algebraic and functional equations, integrable evolution equations with constraints, P.M. Santini on a fully discrete soliton system, D. Takahashi exact solutions of classical field equations with polynomial nonlinearities and their stability, P. Winternitz.