• SINGULAR

  • Referenced in 1522 articles [sw00866]
  • SINGULAR is a Computer Algebra system (CAS) for...
  • SLEPc

  • Referenced in 200 articles [sw00875]
  • SLEPc the Scalable Library for Eigenvalue Problem Computations...
  • UMFPACK

  • Referenced in 421 articles [sw00989]
  • An ANSI C code for sparse LU factorization...
  • ALBERTA

  • Referenced in 179 articles [sw01061]
  • ALBERTA is an Adaptive multiLevel finite element toolbox...
  • SCIP

  • Referenced in 554 articles [sw01091]
  • SCIP is currently one of the fastest non...
  • LISP-STAT

  • Referenced in 117 articles [sw01111]
  • Lisp-Stat is an extensible statistical computing environment...
  • ADINA

  • Referenced in 132 articles [sw01175]
  • ADINA R&D, Inc. was founded in 1986...
  • L-BFGS-B

  • Referenced in 200 articles [sw01234]
  • Algorithm 778: L-BFGS-B Fortran subroutines for...
  • ADIFOR

  • Referenced in 255 articles [sw02185]
  • ADIFOR is a tool for the automatic differentiation...
  • LOQO

  • Referenced in 212 articles [sw02212]
  • LOQO: An interior point code for quadratic programming...
  • SNOPT

  • Referenced in 556 articles [sw02300]
  • SNOPT: An SQP algorithm for large-scale constrained...
  • ADMIT

  • Referenced in 22 articles [sw02687]
  • ADMIT-1. Automatic differentiation and MATLAB interface toolbox...
  • ASIFT

  • Referenced in 35 articles [sw02778]
  • A fully affine invariant image comparison method, Affine...
  • CONOPT

  • Referenced in 171 articles [sw02791]
  • CONOPT is a generalized reduced-gradient (GRG) algorithm...
  • L-BFGS

  • Referenced in 852 articles [sw03229]
  • Algorithm 778: L-BFGS-B Fortran subroutines for...
  • CUDA

  • Referenced in 1336 articles [sw03258]
  • The NVIDIA® CUDA® Toolkit provides a comprehensive development...
  • ADIC

  • Referenced in 83 articles [sw03392]
  • Welcome to the ADIC Resource Center. ADIC is...
  • deal.ii

  • Referenced in 650 articles [sw03516]
  • deal.II is a C++ program library targeted at...
  • AMPL

  • Referenced in 622 articles [sw04001]
  • AMPL is a comprehensive and powerful algebraic modeling...