FOUNDATIONS OF COMPUTATIONAL MATHEMATICS

期刊基本信息

  • 期刊名称:FOUNDATIONS OF COMPUTATIONAL MATHEMATICS
  • 期刊级别: Science Citation Index Expanded (SCIE) Scopus (CiteScore)
  • 期刊ISSN:1615-3375
  • 期刊EISSN:1615-3383
  • 简称:FOUND COMPUT MATH
  • 影响因子:2.7
  • 实时影响因子:截止2025年5月19日:2.575
  • 五年影响因子:3.3
  • JCI期刊引文指标:1.57
  • h-index:47
  • 2024-2025自引率:3.70%
  • 期刊官方网站:期刊官方网站
  • 期刊投稿网址:https://www.springer.com/journal/10208/submission-guidelines#Instructions%20for%20Authors_Submission%20of%20Manuscripts
  • 是否OA开放访问:No
  • 出版商:Springer US
  • 出版年份:2001

FOUNDATIONS OF COMPUTATIONAL MATHEMATICS

Science Citation Index Expanded (SCIE)Scopus (CiteScore)

期刊介绍

Foundations of Computational Mathematics (FoCM) will publish research and survey papers of the highest quality which further the understanding of the connections between mathematics and computation. The journal aims to promote the exploration of all fundamental issues underlying the creative tension among mathematics, computer science and application areas unencumbered by any external criteria such as the pressure for applications. The journal will thus serve an increasingly important and applicable area of mathematics. The journal hopes to further the understanding of the deep relationships between mathematical theory: analysis, topology, geometry and algebra, and the computational processes as they are evolving in tandem with the modern computer.

With its distinguished editorial board selecting papers of the highest quality and interest from the international community, FoCM hopes to influence both mathematics and computation. Relevance to applications will not constitute a requirement for the publication of articles.

The journal does not accept code for review however authors who have code/data related to the submission should include a weblink to the repository where the data/code is stored.

期刊语言要求

Language
Presenting your work in a well-structured manuscript and in well-written English gives it its best chance for editors and reviewers to understand it and evaluate it fairly. Many researchers find that getting some independent support helps them present their results in the best possible light.

投稿要求

  • 通讯方式:SPRINGER, 233 SPRING ST, NEW YORK, USA, NY, 10013
  • 涉及的研究方向:数学-计算机:理论方法
  • 出版国家或地区:UNITED STATES
  • 出版语言:English
  • 年文章数:49
  • PubMed Central (PMC)链接:http://www.ncbi.nlm.nih.gov/nlmcatalog?term=1615-3375%5BISSN%5D
  • 平均录用比例:较易

CITESCORE

CiteScoreSJRSNIPCiteScore排名
6.602.3082.597
学科分区排名百分位
大类:Mathematics
小类:Analysis
Q16 / 198
97%
大类:Mathematics
小类:Applied Mathematics
Q152 / 665
92%
大类:Mathematics
小类:Computational Mathematics
Q119 / 201
90%
大类:Mathematics
小类:Computational Theory and Mathematics
Q133 / 197
83%

WOS期刊JCR分区

WOS分区等级:1区

按JIF指标学科分区收录子集JIF分区JIF排名JIF百分位
学科:COMPUTER SCIENCE, THEORY & METHODSSCIEQ251/147
65.6%
学科:MATHEMATICSSCIEQ115/483
97%
学科:MATHEMATICS, APPLIEDSCIEQ130/343
91.4%
按JCI指标学科分区收录子集JCI分区JCI排名JCI百分位
学科:COMPUTER SCIENCE, THEORY & METHODSSCIEQ115/147
90.14%
学科:MATHEMATICSSCIEQ131/487
93.74%
学科:MATHEMATICS, APPLIEDSCIEQ127/343
92.27%

期刊分区表预警名单

2025年03月发布的2025版:不在预警名单中

2024年02月发布的2024版:不在预警名单中

2023年01月发布的2023版:不在预警名单中

2021年12月发布的2021版:不在预警名单中

2020年12月发布的2020版:不在预警名单中

中科院2025年3月升级版

点击查看中国科学院期刊分区趋势图
大类学科小类学科Top期刊综述期刊
数学 3区1区3区
COMPUTER SCIENCE, THEORY & METHODS
计算机:理论方法
1区4区1区
MATHEMATICS
数学
3区1区1区
MATHEMATICS, APPLIED
应用数学
2区3区1区

中科院2023年12月旧的升级版

大类学科小类学科Top期刊综述期刊
数学 2区1区4区
MATHEMATICS
数学
4区2区1区
MATHEMATICS, APPLIED
应用数学
1区1区1区
COMPUTER SCIENCE, THEORY & METHODS
计算机:理论方法
3区3区2区

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