• REDUCE

• Referenced in 746 articles [sw00789]
• REDUCE is an interactive system for general algebraic...

• SageMath

• Referenced in 1974 articles [sw00825]
• Sage (SageMath) is free, open-source math software...

• SINGULAR

• Referenced in 1508 articles [sw00866]
• SINGULAR is a Computer Algebra system (CAS) for...

• LiE

• Referenced in 165 articles [sw01075]
• LiE is the name of a software package...

• GiNaC

• Referenced in 79 articles [sw01609]
• GiNaC is a C++ library. It is designed...

• McEliece

• Referenced in 250 articles [sw02076]
• Practical power analysis attacks on software implementations of...

• MPFR

• Referenced in 226 articles [sw03312]
• The MPFR library is a C library for...

• CHEVIE

• Referenced in 237 articles [sw04235]
• CHEVIE is a computer algebra project for symbolic...

• Gfan

• Referenced in 121 articles [sw04698]
• Gfan is a software package for computing Gröbner...

• DLMF

• Referenced in 2809 articles [sw04968]
• NIST digital library of mathematical functions. The National...

• desing

• Referenced in 28 articles [sw06228]
• In this document we present the desing package...

• SIGMA

• Referenced in 98 articles [sw06904]
• Sigma is a Mathematica package that can handle...

• OEIS

• Referenced in 4187 articles [sw07248]
• The On-Line Encyclopedia of Integer Sequence. The...

• LMFDB

• Referenced in 159 articles [sw07249]
• Welcome to the LMFDB, the database of L...

• ISOLATE

• Referenced in 218 articles [sw07741]
• Efficient isolation of polynomial’s real roots. This...

• EDIM

• Referenced in 9 articles [sw08560]
• GAP package EDIM: The main purpose of the...

• DIFFALG

• Referenced in 62 articles [sw08613]
• The diffalg package provides tools for handling systems...

• darch

• Referenced in 306 articles [sw11086]
• darch: Package for deep architectures and Restricted-Bolzmann...

• AIDA

• Referenced in 58 articles [sw11535]
• AIDA Maple Package: Algebraic Invariants and their Differential...

• OPQ

• Referenced in 423 articles [sw11881]
• Orthogonal polynomials. Computation and approximation. Orthogonal polynomials are...