扶植性数学阐发 SCIE

期刊简介估计审稿时候： 6 Weeks

Constructive Mathematical Analysis is a professional journal in the field of mathematics that focuses on the direction of constructive mathematical analysis. Constructive mathematics is an important branch of mathematics that emphasizes establishing mathematical objects and proving mathematical theorems through clear and constructible methods, which is different from traditional mathematical methods based on existence proofs. This journal provides an important publishing platform for research results in this specific field.

In terms of content, 'Constructive Mathematical Analysis' covers various aspects of constructive mathematical analysis. Including constructive definitions and research on basic mathematical concepts such as functions, limits, continuity, etc; The development of constructive analysis methods and theories, such as constructive calculus theory, real analysis, and complex analysis; Exploration of constructive solutions to specific mathematical problems; And the application of constructive mathematics in other related fields such as computer science, physics, etc.

《扶植性数学阐发》是数学范畴中专一于机关性数学阐发标的目的的专业杂志。机关性数学是数学的一个主要分支，它夸大经由过程明白的、可机关的体例来成立数学工具和证实数学定理，与传统的基于存在性证实的数学体例有所差别。该杂志为这一特定范畴的研讨功效供给了一个主要的颁发平台。

在内容方面，《扶植性数学阐发》涵盖了机关性数学阐发的各个方面。包含对根基数学观点如函数、极限、持续等的机关性界说和研讨；机关性的阐发体例和实际的成长，比方机关性的微积分实际、实阐发和复阐发等；对详细数学题目的机关性处理计划的摸索；和机关性数学在其余相干范畴如计较机迷信、物理学等中的利用。

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