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About Conference

Aim and Objective:

The central aim of this conference is to explore multi-disciplinary research. It focuses on algorithms development and implementation of Modern Mathematical Methods and High Performance Computing for Scientists, Researchers and Engineers. Its impact is already being felt in many areas of Sciences and Engineering disciplines. Current research in computational science requires multi-disciplinary knowledge, not only in sciences and engineering but also in technologies of computing. This conference offers academic researchers, developers and practitioners an opportunity to discuss various aspects of computational science and engineering related computational methods and problems solving techniques for science and engineering research.

Benefits:

This Conference will provide a forum for Faculty Members, Engineers and Scientists in academic industry and research institute to address the resulting profound challenges and to present and discuss their new ideas, research results, applications and experience on all aspects of Modern Mathematical Methods and High Performance Computing.

The objective of this conference is to bring together Computer Scientists and Mathematicians to provide an overview of the state of the art in the following areas:

  • • Computational Methods for Linear & Non Linear Optimization
  • • Mathematical Models for Computer Science
  • • Mathematical Modeling and Computational Techniques
  • • Computational Biology
  • • Computational Finance
  • • Functional Analysis
  • • Operation Theory
  • • Approximation Theory
  • • Machine Learning Techniques in Bioinformatics
  • • Algebraic Coding Theory
  • • Numerical Simulation on GPUs
  • • Image & Signal Processing
  • • Real Systems
  • • High Performance Computing, architecture and systems
  • • Industrial Mathematics
  • • Advance Numerical Methods
  • • Applications of PDE in computational method for fluid flow
  • • Embedded System
  • • Applied Mechanics
  • • Simulation Methodology
  • • Computational Methods in Direct and Inverse Systems

Relevance:

Mathematics is the backbone for the development of scientific and technological fields. In the past decade, large scale computing has become a prevalent means of discovery and of "getting things done" in almost all areas of research and technology. The research area of Functional Analysis, Operator Theory, Numerical methods, High Performance Computing, Scientific Computing etc. is playing a central role in this evolution, developing numerical methods for advance simulations in a variety of fields, which include the Physical Sciences, Engineering, Life Sciences and Information Technology.

With the rapid growth in Computing and Communication Technology the past decade has witnessed a proliferation of powerful parallel and distributed systems and an ever increasing demand for practice of high performance computing and communication.High performance computing and communications has moved into the main stream of computing and has become a key technology in deeming future research and development activities in many academic and industrial branches, especially, when the solutions of large and complex problems must cope with very tight timing schedule.

Traditional areas of strength in scientific computing research include Numerical Methods for PDEs, Numerical Linear Algebra, Algebraic Coding Theory, Image & Signal Processing. Advance research is also conducted in other area of scientific computing such as numerical methods of ODE’s inverse problems and numerical optimization. The innovation in scientific computing involves a variety of methods and techniques, ranging from the development and mathematical analysis of numerical algorithms to advance implementation on parallel supercomputers.

Expected Outcome:

The proceeding of the conference will be of immense use to the participants. In this conference, academician, technocrats and researchers will get an opportunity to interact with eminent persons in the field of Applied Mathematics and Scientific Computing. The topics to be covered in this International Conference are comprehensive and will be adequate for developing and understanding about new developments and emerging trends in this area. The interaction between the participants and the experts who will be presenting their experiences and expertise will be fruitful and objective especially for faculty and students.The presence of eminent mathematicians, national and international, at a single platform will help in forming networks to facilitate solving inter-disciplinary research problems.