Calculus of Variations and Partial Differential Equations
短名 | Calc. Var. |
Journal Impact | 2.00 |
国际分区 | MATHEMATICS, APPLIED(Q1) |
期刊索引 | SCI Q1中科院 2 区 |
ISSN | 0944-2669, 1432-0835 |
h-index | 83 |
国内分区 | 数学(2区)数学数学(2区)数学应用数学(2区) |
Top期刊 | 是 |
变分法和偏微分方程是经典的、非常活跃的、密切相关的数学领域,在微分几何和数学物理中具有重要的影响。在过去的四十年里,这一学科在全球范围内取得了蓬勃发展,并且仍在继续并延伸到更广阔的视野。该期刊将吸引和收集该研究领域的许多重要的高质量贡献,并强调分析师之间的互动、几何学家和物理学家。变分法和偏微分方程的领域很广泛;尽管如此,该期刊仍将对所有有趣的新发展持开放态度。涵盖的主题包括:- 变分积分的最小化问题、最小化器和临界点的存在性和正则性理论、几何测度论- 偏微分方程的变分方法、最佳质量传输、线性和非线性特征值问题- 微分和复数中的变分问题几何-全局分析和拓扑中的变分方法-动力系统、辛几何、哈密顿系统的周期解-数学物理中的变分方法、非线性弹性、渐近变分问题、均匀化、毛细现象、自由边界问题和相变-MONGE-AMPÈRE方程和其他与微分几何、复杂几何和物理问题相关的完全非线性偏微分方程。
期刊主页投稿网址涉及主题 | 数学数学分析物理纯数学量子力学组合数学几何学计算机科学哲学生物工程类语言学数学物理 |
出版信息 | 出版商: Springer New York,出版周期: Monthly,期刊类型: journal |
基本数据 | 创刊年份: 1993,原创研究文献占比: 100.00%,自引率:9.50%, Gold OA占比: 30.19% |
平均审稿周期 | 网友分享经验:较慢,6-12周 |
平均录用比例 | 网友分享经验:容易 |
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