国际电子几何杂志 SCIE

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The International Electronic Journal of Geometry is an electronic journal dedicated to research in the field of geometry. It mainly covers various aspects of geometry, including but not limited to traditional geometric branches such as plane geometry, solid geometry, analytic geometry, differential geometry, topological geometry, as well as related research on geometry in other disciplines and practical applications. Publish original research papers, review articles, research briefs, etc. Original research papers showcasing new discoveries, theories, and methods in the field of geometry; A review article provides a comprehensive analysis and summary of existing research on specific geometric topics, offering readers a comprehensive understanding and reference; A research brief quickly reports preliminary research results or important research progress.

As an electronic journal, it usually has a fast publishing cycle and can timely disseminate the latest research results. Issued in electronic form, it is convenient for readers to access and read online through the internet, without being limited by time and location. Has a certain influence in the field of geometry, attracting scholars, researchers, and related professionals interested in geometry from around the world to pay attention to and read. The articles published by him provide an important platform for academic exchange and research progress in the field of geometry, promoting the development of the geometry discipline. The readership mainly includes mathematics teachers and students from universities and research institutions, as well as researchers in the field of geometry.

《国际电子几何杂志》是一本专注于几何领域研究的电子期刊。主要涵盖几何领域的各个方面，包括但不限于平面几何、立体几何、解析几何、微分几何、拓扑几何等传统几何分支，以及几何在其他学科和实际应用中的相关研究。发表原创性研究论文、综述文章、研究简报等。原创性研究论文展示几何领域的新发现、新理论和新方法；综述文章对特定几何主题的现有研究进行综合分析和总结，为读者提供全面的了解和参考；研究简报则快速报道初步的研究成果或重要的研究进展。

作为电子期刊，通常具有较快的出版周期，能够及时传播最新的研究成果。以电子形式发行，方便读者通过网络在线获取和阅读，不受时间和地域的限制。在几何领域有一定的影响力，吸引了全球范围内从事几何研究的学者、研究人员以及对几何感兴趣的相关专业人士关注和阅读。其发表的文章为几何领域的学术交流和研究进展提供了重要的平台，推动着几何学科的发展。读者群体主要包括高校和研究机构的数学专业师生、几何领域的科研人员等。

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