• ENVELOPE

  • Referenced in 3 articles [sw18600]
  • Noncommutative Gröbner bases and Hochschild cohomology. We present a computational approach for finding Hochschild cohomology...
  • Conn

  • Referenced in 2 articles [sw08599]
  • This obstruction calculus is defined using Hochschild cohomology. However, in order to compute with Gröbner...
  • CoCoA

  • Referenced in 631 articles [sw00143]
  • CoCoA is a system for Computations in Commutative...
  • FLINT

  • Referenced in 50 articles [sw00297]
  • Fast library for number theory: an introduction. We...
  • GAP

  • Referenced in 2876 articles [sw00320]
  • GAP is a system for computational discrete algebra...
  • Macaulay2

  • Referenced in 1692 articles [sw00537]
  • Macaulay2 is a software system devoted to supporting...
  • Magma

  • Referenced in 2917 articles [sw00540]
  • Computer algebra system (CAS). Magma is a large...
  • Maple

  • Referenced in 5124 articles [sw00545]
  • The result of over 30 years of cutting...
  • PARI/GP

  • Referenced in 595 articles [sw00680]
  • PARI/GP is a widely used Computer Algebra System...
  • SageMath

  • Referenced in 1675 articles [sw00825]
  • Sage (SageMath) is free, open-source math software...
  • SINGULAR

  • Referenced in 1408 articles [sw00866]
  • SINGULAR is a Computer Algebra system (CAS) for...
  • BERGMAN

  • Referenced in 35 articles [sw02980]
  • Problems in interaction with the computer algebra system...
  • CHEVIE

  • Referenced in 226 articles [sw04235]
  • CHEVIE is a computer algebra project for symbolic...
  • CARAT

  • Referenced in 44 articles [sw04293]
  • CARAT is a computer package which handles enumeration...
  • HAP

  • Referenced in 38 articles [sw04870]
  • HAP is a homological algebra library for use...
  • OEIS

  • Referenced in 3479 articles [sw07248]
  • The On-Line Encyclopedia of Integer Sequence. The...
  • GBNP

  • Referenced in 20 articles [sw07724]
  • GBNP, A GAP package for Gröbner bases of...
  • CHomP

  • Referenced in 46 articles [sw09358]
  • CHomP, Computational homology project. Much of the fascination...