An efficient numerical algorithm for a multiphase tumour model

اسناد مشابه

• Efficient numerical algorithms for surface formulations of mathematical models for biomolecule analysis and design

  سند علمی۲۰۰۶Jaydeep P. Bardhan

  This thesis presents a set of numerical techniques that extend and improve computational modeling approaches for biomolecule analysis and design. The presented research focuses on surface formulations of modeling problems related to the estimation of the energetic cost to transfe

• Cache-efficient numerical algorithms using graphics hardware

  سند علمی۲۰۰۷Parallel ComputingNaga K. Govindaraju, Dinesh Manocha

  We present cache-efficient algorithms for scientific computations using graphics processing units (GPUs). Our approach is based on mapping the nested loops in the numerical algorithms to the texture mapping hardware and efficiently utilizing GPU caches. This mapping exploits the

• An efficient numerical algorithm for computing densely distributed positive interior transmission eigenvalues

  سند علمی۲۰۱۶Tiexiang Li, Tsung-Ming Huang, Wen-Wei Lin, Jenn-Nan Wang

  We propose an efficient eigensolver for computing densely distributed spectrum of the two-dimensional transmission eigenvalue problem (TEP) which is derived from Maxwell’s equations with Tellegen media and the transverse magnetic mode. The discretized governing equations by the s

• An efficient numerical algorithm for computing the positive dense spectrum of the transmission eigenvalue problem with complex media

  سند علمی۲۰۱۶Tiexiang Li, Tsung-Ming Huang, Wen-Wei Lin, Jenn-Nan Wang

  We study a robust and efficient eigensolver for computing the positive dense spectrum of the two-dimensional transmission eigenvalue problem (TEP) which is derived from the Maxwell’s equation with complex media in pseudo-chiral model and the transverse magnetic mode. The discreti

• Efficient Numerical Algorithms for Balanced Stochastic Truncation

  سند علمی۲۰۰۱Peter BENNER, Enrique S. QUINTANA-ORTÍ, Gregorio QUINTANA-ORTÍ

  We propose an efficient numerical algorithm for relative error model reduction based on balanced stochastic truncation. The method uses full-rank factors of the Gramians to be balanced versus each other and exploits the fact that for large-scale systems these Gramians are often o

• An Efficient Numerical Algorithm For Solving Linear Differential Equations of Arbitrary Order And Coefficients

  مقاله۲۰۱۸International Journal of Industrial MathematicsS. Hatamzadeh-Varmazyar, Z. Masouri

  Referring to one of the recent works of the authors, presented in~cite{differentialbpf}, for numerical solution of linear differential equations, an alternative scheme is proposed in this article to considerably improve the accuracy and efficiency. For this purpose, triangular fu