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Special Issue based on the International Conference on Mathematics (ICOMATH 2018)

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Ali Aral, Kirikkale University, Turkey
Ioan Raşa, Technical University of Cluj-Napoca, Romania


This Special Issue will be based on the Minisymposium on Approximation Theory, being a part of the International Conference on Mathematics (http://www.icomath.com) that will be held in Istanbul, Turkey, July 3-6, 2018. However, submission will also be open for papers from the conference related to topics in the area of functional analysis.
The authors are requested to submit their full revised version of papers. The submitted papers will undergo peer review process before they can be accepted. The deadline for submission is August 15, 2018. Notification of acceptance will be communicated as we progress with the review process.


Before submission authors should carefully read the Instruction for Authors, available online at: https://www.degruyter.com/view/supplement/s23914661_Instruction_for_Authors.pdf
Manuscripts should be written in LATEX, AMS-TEX, AMS-LATEX. We do not accept papers in Plain TEX format. If, additionally, a PDF file is supplied, the peer review process will be speed up. Authors are encouraged to submit the final version of the paper using the De Gruyter LATEX template.
All submissions to the Special Issue must be made electronically via online submission system Editorial Manager (http://www.editorialmanager.com/dema/) and will undergo the standard peer-review process (single blind, at least two independent reviewers). When entering your submission choose the option “Special Issue based on ICOMATH 2018”.

The deadline for submission is August 15, 2018 but individual papers will be reviewed and published online on an ongoing basis.

Contributors to the Special Issue will benefit from:

  • comprehensive and transparent peer review provided by experts in the field
  • no space constraints
  • no publication fees
  • free language assistance for authors from non-English speaking regions
  • quick publication after completing the publishing process (continuous publication model)
  • Open Access for all articles
  • extensive post-publication promotion
  • long-time preservation (articles archived in Portico)
  • indexation in Web of Science (Emerging Sources Citation Index) and SCOPUS

We are looking forward to your submission. If you have any question, please contact us at Justyna.Zuk@degruyteropen.com.