Siam Journal On Financial Mathematics 审稿时间 4区中科院分区 Q3JCR分区 1.4影响因子 ISSN:1945-497X E-ISSN:1945-497X 国际简称:SIAM J FINANC MATH 出版国家或地区:UNITED STATES 研究方向:MATHEMATICS, INTERDISCIPLINARY APPLICATIONS 是否预警:否 创刊时间:2010 ...
期刊名称:SIAM JOURNAL ON FINANCIAL MATHEMATICS 另可提供SCI论文发表及建议,论文翻译,润色,格式排版,论文查重检测等服务 2023年01月发布的2023版:不在预警名单中 研究方向:MATHEMATICS, INTERDISCIPLINARY APPLICATIONS- ISSN: 1945-497X E-ISSN: 1945-497X 影响因子:1.861 分区:中科院3区;JCR:Q2 检索类型:...
SIAM Journal on Financial Mathematics (SIFIN) addresses theoretical developments in financial mathematics as well as breakthroughs in the computational challenges they encompass. The journal provides a common platform for scholars interested in the mathematical theory of finance as well as practitioners inte...
SIAM JOURNAL ON FINANCIAL MATHEMATICSSSCISCIE中科院4区JCR:Q3 发文量23 被引量2 SIAM Journal on Financial Mathematics (SIFIN) addresses theoretical developments in financial mathematics as well as breakthroughs in the computational challenges they encompass. The journal provides a common platform for schola...
出版社:Society for Industrial and Applied Mathematics Publications 发刊时间:0 发刊频率: 收录数据库:SCIE/Scopus收录 ISSN:1945-497X SCI杂志社内部预审系统: 杂志社直接审稿,1-4区非预警正刊 预审通过100%录用,最快2个月录用 微信扫码提交文章 期刊介绍 SIAM Journal on Financial Mathematics (SIFIN) addres...
官方网站:www.siam.org/journals/sifin.php 投稿地址:sifin.siam.org/cgi-bin/main.plex 编辑部地址: 统计分析 影响因子:指该期刊近两年文献的平均被引用率,即该期刊前两年论文在评价当年每篇论文被引用的平均次数 Created with Highcharts 10.0.0年份SIAM Journal on Financial Mathematics近年影响因子SIAM Journal...
基本信息 期刊全称 SIAM Journal on Financial Mathematics 期刊简称 Print ISSN 1945-497X Online ISSN 1945-497X 期刊出版社 是否开放获取 Open Access,OA 否 官网地址 期刊所属领域 期刊简介 JCR分区索引信息2021年数据 是否是SCIE(SCI) 注:SCI已经完全被SCIE取代,参考:SCI被取代 ...
SIAM Journal on Financial Mathematics简称:SIAM J FINANC MATH 大类:数学 小类:数学跨学科应用 ISSN:1945-497X IF值:1.328 出版地:UNITED STATES 点击咨询相似期刊 声明:①本页面非期刊官网,不以期刊名义对外征稿,仅展示期刊信息做参考.投稿、查稿,请移步至期刊官网. ②如果您是期刊负责人且不想本平台展示期刊...
SIAM Journal on Applied Mathematics (SIAP) is an interdisciplinary journal containing research articles that treat scientific problems using methods that are of mathematical interest. Appropriate subject areas include the physical, engineering, financial, and life sciences. Examples are problems in fluid me...