- 首页
- 产品推荐个人精选服务科研辅助服务教育大数据服务行业精选服务学科系列服务产品服务
- 期刊大全
- 充值
- 会员
- 职称材料
- 首页
- 产品服务
- 知识脉络
- 期刊大全
- 充值
- 会员
- 职称材料
搜期刊
刊名
文献信息
- 任意字段
- 主题词
- 篇关摘
- 篇名
- 关键词
- 摘要
- 作者
- 第一作者
- 作者单位
- 刊名
- 中图分类号
- 学科分类号
- DOI
- 基金
投稿预审
Algebra & Number Theory
中科院2区 JCR:Q2 SCIE
ANT’s inclusive definition of algebra and number theory allows it to print research covering a wide range of subtopics, including algebraic and arithmetic geometry. ANT publishes high-quality articles of interest to a broad readership, at a level surpassing all but the top four or five mathematics journals. It exists in both print and electronic forms. The policies of ANT are set by the editorial board — a group of working mathematicians — rather than by a profit-oriented company, so they will remain friendly to mathematicians' interests. In particular, they will promote broad dissemination, easy electronic access, and permissive use of content to the greatest extent compatible with survival of the journal. All electronic content becomes free and open access 5 years after publication.
- 主办单位： MATHEMATICAL SCIENCE PUBL
- 出版地区： BERKELEY
- 出版周期： 月刊
- 别名： ALGEBR NUMBER THEORY;Algebr. Number Theory;ALGEBRA & NUMBER THEORY
- 国际标准连续出版物号/电子版： ISSN 1937-0652 / EISSN 1944-7833
- 创刊时间： 2007年
热门主题：
Algebraically Closed FieldModuli SpaceFinite FieldRepresentation TheoryFinite FieldsHecke AlgebraResidue FieldGalois GroupEisenstein SeriesHodge TheoryS TheoremIwasawa TheoryConjugacy ClassesFourier CoefficientsHyperelliptic CurvesProjective SpaceNumber TheoryArithmeticFundamental GroupGeneralized Riemann Hypothesis
期刊信息
- 主办单位：MATHEMATICAL SCIENCE PUBL
- 地 址： BERKELEY
期刊简介
ANT’s inclusive definition of algebra and number theory allows it to print research covering a wide range of subtopics, including algebraic and arithmetic geometry. ANT publishes high-quality articles of interest to a broad readership, at a level surpassing all but the top four or five mathematics journals. It exists in both print and electronic forms. The policies of ANT are set by the editorial board — a group of working mathematicians — rather than by a profit-oriented company, so they will remain friendly to mathematicians' interests. In particular, they will promote broad dissemination, easy electronic access, and permissive use of content to the greatest extent compatible with survival of the journal. All electronic content becomes free and open access 5 years after publication.