Algebra
- 41
- Computational Tools for Group Theory
- Describes work to create a program that could be used to generate, identify, and analyze finite groups presented in the form of a Cayley Table as well as visualize the groups that are generated.
- 42
- Coxeter/Weyl Tutorial
- A Tutorial Introduction to the Coxeter and Weyl Packages, a pair of Maple packages for working with root systems, finite Coxeter groups and Weyl characters
- 44
- Group Theory
- Information from Wikipedia on this concept, central to abstract algebra, its history, the main classes of groups and the applications of group theory.
- 45
- Introduction to Group Theory
- A fairly easy to understand tutorial. Fourteen sections, including groups, Cayley tables, subgroups, cosets, Lagrange's theorem, cyclic groups and subgroups, permutations, and Rubik's cube.
- 46
- PARGAP
- Parallel GAP/MPI (ParGAP/MPI), a share package for GAP. UNIX (or Cygwin/Windows). Download source and documentation by FTP.
- 48
- Trinomials with Interesting Galois Groups
- Parametrisation of trinomials with Galois groups contained in the simple group G168.
- 49
- A First Course in Linear Algebra by Robert A. Beezer
- an online text book covers systems of linear equations, matrix algebra, and finite-dimensional vector spaces.
- 51
- Elementary Linear Algebra by Keith Matthews
- Lecture notes and solutions from 1991 in PDF or PostScript.
- 52
- Elements of Abstract and Linear Algebra
- An online textbook on abstract algebra with emphasis on linear algebra.
- 53
- Lee Lady's notes on Linear Algebra
- It covers systems of linear equations, matrix inverse, equivalence, linear independent and eigen values.
- 56
- Linear Algebra Textbook by Jim Hefferon
- Covers linear system, vector spaces, maps between spaces, determinant and similarity.
- 57
- Linear Algebra Tutorial by Kardi Teknomo
- Basic operations on vectors, matrices, solving linear equations and eigen systems using interactive matrix calculators.
- 58
- MIT's Linear Algebra video lectures by Gilbert Strang.
- basic matrix theory and linear algebra including systems of equations, vector spaces, determinants, eigenvalues, similarity, and positive definite matrices.