Advances in Mathematical Methods and High Performance Computing Advances in Mathematical Methods and High Performance Computing
Advances in Mechanics and Mathematics

Advances in Mathematical Methods and High Performance Computing

    • 119,99 €
    • 119,99 €

Descrizione dell’editore

This special volume of the conference will be of immense use to the researchers and academicians. In this conference, academicians, 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. High-Performance Computing (HPC) systems have gone through many changes during the past two decades in their architectural design to satisfy the increasingly large-scale scientific computing demand. Accurate, fast, and scalable performance models and simulation tools are essential for evaluating alternative architecture design decisions for the massive-scale computing systems. This conference recounts some of the influential work in modeling and simulation for HPC systems and applications, identifies some of the major challenges, and outlines future research directions which we believe are critical to the HPC modeling and simulation community.

GENERE
Computer e internet
PUBBLICATO
2019
14 febbraio
LINGUA
EN
Inglese
PAGINE
512
EDITORE
Springer International Publishing
DIMENSIONE
64,2
MB

Altri libri di Vinai K. Singh, David Gao & Andreas Fischer

Recent Trends in Mathematical Modeling and High Performance Computing Recent Trends in Mathematical Modeling and High Performance Computing
2021
Modern Mathematical Methods and High Performance Computing in Science and Technology Modern Mathematical Methods and High Performance Computing in Science and Technology
2016

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Navier–Stokes Equations Navier–Stokes Equations
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Scalable Algorithms for Contact Problems Scalable Algorithms for Contact Problems
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Well-Posed Nonlinear Problems Well-Posed Nonlinear Problems
2023
Finite Element Approximation of Contact and Friction in Elasticity Finite Element Approximation of Contact and Friction in Elasticity
2023
Stabilization of Kelvin-Voigt Damped Systems Stabilization of Kelvin-Voigt Damped Systems
2022