Communications in Applied Mathematics and Computational Scie

期刊基本信息

期刊名称：Communications in Applied Mathematics and Computational Scie

出版国家或地区：UNITED STATES

是否OA：No

期刊ISSN：1559-3940

期刊官方网站：http://www.camcos.org/

期刊投稿网址：http://www.camcos.org/submissions.html

涉及的研究方向：MATHEMATICS, APPLIED-PHYSICS, MATHEMATICAL

期刊数据表：

Communications in Applied Mathematics and Computational Scie英文简介：

CAMCoS accepts innovative papers in all areas where mathematics and applications interact. In particular, the journal welcomes papers where an idea is followed from beginning to end — from an abstract beginning to a piece of software, or from a computational observation to a mathematical theory.CACMoS publishes high-quality original contributions to applied mathematics and computational science, with an emphasis on work where both the mathematics and the algorithms are of interest and where the mathematical outlook is at least partially new.The fields covered include the solution of ordinary, partial and stochastic differential equations; integral equations; numerical and analytical methods for fluid dynamics, biology, quantum and statistical mechanics; multiscale and underresolved problems; computational probability and Monte-Carlo methods. The emphasis in papers should be on methods and tools rather than on the specific physical conclusions in special cases.Impartiality StatementThe purpose of CACMoS is the advancement of mathematics. Editors evaluate submitted papers strictly on the basis of scientific merit with the help of peer review reports, without regard to authors’ nationality, country of residence, institutional affiliation, gender, ethnic origin, religion, or political views.

Communications in Applied Mathematics and Computational Scie中文简介：

CAMCoS接受数学和应用程序交互的所有领域的创新论文。特别地，该杂志欢迎那些从头到尾都遵循一个想法的论文——从一个抽象的开始到一个软件，或者从一个计算性的观察到一个数学理论。CACMoS出版高质量的原始贡献，应用数学和计算科学，重点工作的数学和算法都是有兴趣的，在那里的数学前景至少部分是新的。所涉及的领域包括一般微分方程、偏微分方程和随机微分方程的求解;积分方程;流体力学、生物学、量子力学和统计力学的数值分析方法;多尺度和未解决的问题;计算概率和蒙特卡罗方法。论文的重点应该放在方法和工具上，而不是在特殊情况下得出具体的物理结论。公正性声明CACMoS的目的是促进数学的发展。编辑们在同行评审报告的帮助下，严格依据科学价值对提交的论文进行评估，而不考虑作者的国籍、居住国、所属机构、性别、民族、宗教或政治观点。

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