Symmetry Integrability and Geometry Methods and Applications

译名:对称性可积性与几何-方法与应用

Symmetry Integrability and Geometry-Methods and Applications

SCIEJCR Q2

1-3

2026

影响因子区间

平台估算

投稿周期

32%

2025

中国作者发文占比

3150 CHF

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期刊简介:ScopeGeometrical methods in mathematical physicsLie theory and differential equationsClassical and quantum integrable systemsAlgebraic methods in dynamical systems and chaosExactly and quasi-exactly solvable modelsLie groups and algebras, representation theoryOrthogonal polynomials and special functionsIntegrable probability and stochastic processesQuantum algebras, quantum groups and their representationsSymplectic, Poisson and noncommutative geometryAlgebraic geometry and its applicationsQuantum field theories and string/gauge theoriesStatistical physics and condensed matter physicsQuantum gravity and cosmology.

【译文】数学物理中的几何方法、李理论和微分方程、经典和量子可积系统、动力系统和混沌的代数方法、精确和准精确可解模型、李群和李代数、表示理论、正交多项式和特殊函数、可积概率和随机过程、量子代数、量子群及其表示、辛几何、泊松几何和非交换几何、代数几何及其应用、量子场论和弦/规范理论、统计物理和凝聚态物理、量子引力和宇宙学。

出版社
National Academy of Sciences of Ukraine
语言
English
学科
物理与天体物理
ISSN
1815-0659
eISSN
出版频率
不定期出版
创刊年份
2010
投稿网址
http://www.emis.de/journals/SIGMA/
最近更新
2026-04-02 18:16:40
Symmetry Integrability and Geometry Methods and Applications

指标当前值近三年趋势
JCR分区Q2
暂无
影响因子区间1-3
暂无