Abstract and Applied Analysis
Open Access
宗旨和范围
Abstract and Applied Analysis is a peer-reviewed mathematics journal covering the fields of abstract and applied analysis and traditional forms of analysis such as linear and nonlinear ordinary and partial differential equations, optimization theory, and control theory. It is published by Hindawi Publishing Corporation. It was established by Athanassios G. Kartsatos (University of South Florida) in 1996, who was editor-in-chief until 2005. Martin Bohner (Missouri S&T) was editor-in-chief from 2006 until 2011 when the journal converted to a model shared by all Hindawi journals of not having an editor-in-chief, with editorial decisions made by editorial board members. The journal has faced delisting from the Journal Citation Reports (thus not receive an impact factor), for anomalous citation patterns. Less
关键指标
期刊详情
- 出版商Hindawi
- 出版语言English
- 论文处理费USD 1050
- 发行日期27
- 编辑审稿流程Anonymous peer review
- 出版语言English
- 网址
- 反剽窃政策
- 发行日期27
- 费用豁免政策
- 编辑团队
- 审稿流程Anonymous peer review
- 审稿信息网址
- Author instructions
- 版权详情
- 存档政策Sherpa/Romeo
- 许可证类型CC BY
- 开放获取申明
Topics Covered on Abstract and Applied Analysis
年度发行情况
- 5Y
- 10Y
常见问题
Abstract and Applied Analysis 的 H 指数、SNIP 指数、Citescore 和 SJR 分别是多少？ 
Abstract and Applied Analysis 的H指数为 65、 Citescore 为 1.5、SNIP 指数为0.84 、 SJR 为 Q4。
Abstract and Applied Analysis 的出版商是谁？
Abstract and Applied Analysis 的出版商是Hindawi。
我在哪里查看 Abstract and Applied Analysis 的宗旨和范围？
查看 Abstract and Applied Analysis 的宗旨和范围，请点击此处。
我如何在意得辑上查看Abstract and Applied Analysis 的指标？
查看 Abstract and Applied Analysis 的指标，请单击此处。
Abstract and Applied Analysis 的 eISSN和pISSN 号分别是什么？
1687-0409 的 eISSN 为 1085-3375，pISSN 为 Abstract and Applied Analysis 。
该期刊重点关注哪些主题？
本期刊关注的主题范围广泛，包括 [object Object], [object Object], [object Object], [object Object], [object Object], [object Object], [object Object], [object Object]。
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选择与您研究领域紧密相关的期刊，有助于确保您的学术成果能够触及最合适的读者群体， 从而最大化您的学术影响力和对该领域的贡献。
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当然。在知名期刊上发表论文可提升您的学术形象， 使您在获取资助、终身教职和其他职业机会方面更具竞争力。
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虽然高影响力的期刊知名度高，但投稿竞争也相对激烈。因此， 关键在于权衡考虑期刊的影响因子与论文被接受的可能性。