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比较容易发的数学类sci

来源:SCI期刊网 分类:SCI论文发表 时间:2024-09-23 17:33 热度:

  比较容易发的数学类sci?越来越多的作者选择发表sci论文,要知道sci属于国际上比较权威的刊物,发表论文之前要了解清楚要求,提前做好准备。容易发表的sci期刊可以从sci三区以及四区选择一个,但最关键的还是论文的质量。文章质量符合期刊要求才能顺利的发表,接下来,详细的介绍一下。

比较容易发的数学类sci

  1、SBORNIK MATHEMATICS

  学科领域:

  大类:数学

  小类:数学

  中科院分区:3区

  影响因子:0.8

  期刊介绍:

  The Russian original is rigorously refereed in Russia and the translations are carefully scrutinised and edited by the London Mathematical Society. The journal has always maintained the highest scientific level in a wide area of mathematics with special attention to current developments in:

  Mathematical analysis

  Ordinary differential equations

  Partial differential equations

  Mathematical physics

  Geometry

  Algebra

  Functional analysis

  2、ARKIV FOR MATEMATIK

  学科领域:

  大类:数学

  小类:数学

  中科院分区:4区

  影响因子:0.7

  期刊介绍:Publishing research papers, of short to moderate length, in all fields of mathematics.

  3、MATHEMATICAL NOTES

  学科领域:

  大类:数学

  小类:数学

  中科院分区:4区

  影响因子:0.7

  期刊介绍:Mathematical Notes 是一本发表现代代数、几何和数论、泛函分析、逻辑、集合和测度论、拓扑、概率和随机学、微分和非交换几何、算子和群论、渐近和逼近等领域的研究论文和评论文章的期刊方法、数学金融、线性和非线性方程、遍历和谱理论、算子代数以及其他相关理论领域。它还提供了数学物理方面的严格结果。

  4、ARS COMBINATORIA

  学科领域:

  大类:数学

  小类:数学

  中科院分区:4区

  影响因子:0.169

  期刊介绍:Ars Combinatoria (AC), 0381-7032 (print), 2817-5204 (online), is a prestigious research journal in combinatorics, published by the Charles Babbage Research Centre in Winnipeg, Manitoba, Canada. Established in 1976, the journal has been dedicated to advancing the field of combinatorial mathematics through the publication of high-quality research papers. Initially, it published two volumes per year, which subsequently increased to as many as six volumes per year.

  Ars Combinatoria (AC) has gained recognition and visibility in the academic community and is indexed in renowned databases such as MathSciNet, Zentralblatt, and SCImago Journal Rank. These indexing services reflect the journal’s quality and importance within the field of combinatorics.

文章名称:比较容易发的数学类sci

文章地址:http://www.sciqk.com/lwgl/scilw/14862.html