• HiPerSC
  • People
    • Jorge Sastre
    • Javier Ibáñez
    • Emilio Defez
    • Michael M. Tung
    • Jesús Peinado
    • José M. Alonso
    • Pedro A. Ruiz
  • Publications
  • Software
    • License
  • Projects

Group of High Performance Scientific Computing (HiPerSC)

Supported by Spanish Ministerio de Economía y Competitividad and European Regional Development Funds (TIN2014-59294-P) and (TIN2017-89314-P). Also supported by Universitat Politècnica de València, Primeros Proyectos Fund (SP20180016).

  • HiPerSC
  • People
    • Jorge Sastre
    • Javier Ibáñez
    • Emilio Defez
    • Michael M. Tung
    • Jesús Peinado
    • José M. Alonso
    • Pedro A. Ruiz
  • Publications
  • Software
    • License
  • Projects
Group of High Performance Scientific Computing (HiPerSC)

Month: October 2019

An introduction to the “Group of High Performance Scientific Computing” (HiPerSC)

An introduction to the “Group of High Performance Scientific Computing” (HiPerSC), E. Defez, J. Ibañez, J. Peinado, J. Sastre and M. M. Tung, International Congress on Industrial and Applied Mathematics, ICIAM 2019, July 15th-19th 2019, Valencia (Spain).

21 October, 201920 July, 2021 Jesús Peinado

Computing matrix functions by matrix Bernouilli Series

Computing matrix functions by matrix Bernouilli Series, E. Defez, J. Ibañez, J. Peinado, P. Alonso-Jordá and J.M. Alonso, 19th International Conference on Computational and Mathematical Methods in Science and Engineering, CMMSE 2019, June-July 2019, Rota (Cadiz)-SPAIN.

17 October, 201920 July, 2021 Jesús Peinado
Categories
  • Applications
  • Backward and forward error
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  • matrix cosine
  • Matrix Exponential
  • Matrix functions
  • Matrix polynomials
  • matrix sine
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  • Sastre Matrix Polynomial Evaluation
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  • Tangent
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Recent Posts

  • Accurate Approximation of the Matrix Hyperbolic Cosine Using Bernoulli Polynomials
  • Euler polynomials for the matrix exponential approximation
  • On the backward and forward error of approximations of analytic functions and applications to the computation of matrix functions
  • New Hermite series expansion for computing the matrix hyperbolic cosine
  • Accurate approximation of the hyperbolic matrix cosine using Bernouilli matrix Polynomials

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