Call for Papers

November 30, 2018

Submission of Full Paper

March 22nd , 2019


Extended upto April 9th, 2019

Camera Ready

By April 15th, 2019


Starts from April 5th, 2019


May 17-18, 2019


"All accepted papers will be published in a Springer Book Series."

Formatting Guidelines

Papers reporting original* and unpublished research results pertaining to the related topics are solicited. Full paper manuscripts must be in English not of exceeding 6 pages (Pages can be more than 6, by paying extra charges).

*(papers with plagiarism more than 30% will be outrightly rejected)

Click here, to submit Manuscripts/Papers. Thanks for choosing ICERME-2019 for your valuable research work. The paper submission must be with EasyChair in proper format (Template).

  • Click here for Word Format(Template)/ Latex (IEEE Conference format)
  • Presentation in Absentia

    The author(s) from india / abroad, who intend to present accepted paper(s) in the ICERME-2019 in Absentia may register and present their paper through SKYPE.

    A Certificate of Participation in Absentia, Conference Proceedings link and relevant literature will be sent to the participants by mail.

    Acceptance & Publication

    After a double-blind peer review, qualifying Regular Paper(s) may be accepted either as Full / Short communication.

    • A Proceeding of the conference containing the accepted papers will be published, efforts are being taken to publish the conference proceeding in a
      UGC(University Grants Commission)/ Scopus indexed / Google Scholar journal.

    Conference Track

    The aim of the Conference is to provide a platform for Researchers, Engineers, Academicians and Industry Professionals to acquaint with the recent trend of research in Mathematics and its applications in Science, Engineering and Management in the following Tracks, but not limited to these only.
    Track 1: Pure Mathematics

    -> Algebra and Analysis

    -> Application of Fuzzy Mathematics

    -> Topology and its Applications

    -> Differential and Riemaniann Geometry

    Track 2: Applied Mathematics

    -> Operations Research (OR)

    -> Stability Analysis and Control Theory

    -> Uncertain Theory and Applications

    -> Optimization, Modelling, and Simulation

    -> Fluid Dynamics/ Mechanics

    -> Non linear Control, Sustainable Development

    -> Biomathematics

    -> Graph Theory and its Application

    -> Coding Theory, Reliability

    Track 3: Application of Mathematics in Science/ Engineering/ Management

    -> Engineering Applications of Mathematics

    -> Soft Computing and Artificial Intelligence

    -> Cloud Computing/ Mobile Applications

    -> Intelligent Systems, Soft Computing, Machine Learning and Natural Language Processing

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