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Mathematics - Analysis | Complex Analysis and its Synergies - a SpringerOpen journal

Complex Analysis and its Synergies

Complex Analysis and its Synergies

Editor-in-Chief: Steven Krantz

ISSN: 2197-120X (electronic version)

Journal no. 40627

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Complex Analysis and its Synergies is conceived as a unique forum to showcase research and exposition surrounding the exciting and ongoing burgeoning of the cross-fertilization of Complex Analysis with several other important fields of mathematics and physical sciences. Moreover, the journal will be an open access journal and the first pure mathematics OA journal for Springer. The journal will validate and nurture major new developments in modern mathematical analysis and will promote further growth in both analysis and those fields with which it synthesizes.

All articles published in Complex Analysis and Its Synergies are included in:

  • Google Scholar
  • Online Computer Library Center
  • Mathematical Reviews
  • Summon by ProQuest
  • zbMath

Cover graphic: Phase plot of a Blaschke product on the Riemann sphere produced by Dr. Elias Wegert, Technische Universität Bergakademie, Freiberg, Germany.

Related subjects » Algebra - Analysis - Dynamical Systems & Differential Equations

Abstracted/Indexed in 

Google Scholar, Mathematical Reviews, OCLC, Summon by ProQuest

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For authors and editors

  • Aims and Scope

    Aims and Scope

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    Complex Analysis and its Synergies is conceived as a unique forum to showcase research and exposition in the exciting and on-going cross-fertilization of complex analysis with several other important fields of mathematics and physical sciences. The journal is an open access (OA) journal and the first pure mathematics OA journal for SpringerOpen.

    Complex Analysis and its Synergies has an important and distinguished Editorial Board that is dedicated to developing this new forum for cutting edge research.  Together with the considerable resources of Springer Publishing, we intend to make a mark on the field of complex analysis.

    The journal encourages both high-quality exposition and incisive research.  It will have special issues devoted to of-the-moment topics.  It identifies and promotes new and growing areas and validate existing ones.

    The journal validates and nurtures major new developments in modern complex analysis and promotes further growth in both complex analysis and those fields with which it interacts. 


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  • Copyright Information

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    All articles published in Complex Analysis and its Synergies are open access, which means the articles are universally and freely available online. In addition, the authors retain copyright of their article, and grant any third party the right to use, reproduce, and disseminate the article, subject to the terms of our copyright and license agreement. Allowing the authors to retain copyright of their work permits wider distribution of their work on the condition it is correctly attributed to the authors.