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1. Help‏‎ (12:37, 25 March 2015)
2. Back substitution‏‎ (14:21, 30 July 2015)
3. Open Encyclopedia of Parallel Algorithmic Features‏‎ (22:46, 3 September 2015)
4. Elimination method, pointwise version‏‎ (17:41, 1 March 2016)
5. Glossary‏‎ (11:37, 18 June 2016)
6. Description of algorithm properties and structure‏‎ (10:23, 24 October 2017)
7. Methods for solving tridiagonal SLAEs‏‎ (15:32, 9 November 2017)
8. Householder (reflections) method for the QR decomposition of a matrix‏‎ (13:42, 2 March 2018)
9. LU decomposition using Gaussian elimination without pivoting‏‎ (11:23, 5 March 2018)
10. LU decomposition using Gaussian elimination with pivoting‏‎ (11:40, 5 March 2018)
11. All Pairs Shortest Path (APSP)‏‎ (17:06, 6 March 2018)
12. Transitive closure of a directed graph‏‎ (17:06, 6 March 2018)
13. Search for isomorphic subgraphs‏‎ (17:07, 6 March 2018)
14. Graph connectivity‏‎ (17:07, 6 March 2018)
15. Finding maximal flow in a transportation network‏‎ (17:08, 6 March 2018)
16. Assignment problem‏‎ (17:08, 6 March 2018)
17. Pairwise summation‏‎ (14:11, 14 March 2018)
18. Parallel prefix scan algorithm using pairwise summation‏‎ (14:14, 14 March 2018)
19. Uniform norm of a vector: Real version, serial-parallel variant‏‎ (14:18, 14 March 2018)
20. Fast Fourier transform for powers-of-two‏‎ (14:22, 14 March 2018)
21. Dense matrix multiplication‏‎ (14:26, 14 March 2018)
22. Matrix decomposition problem‏‎ (14:29, 14 March 2018)
23. Triangular decompositions‏‎ (14:31, 14 March 2018)
24. Gaussian elimination (finding the LU decomposition)‏‎ (14:34, 14 March 2018)
25. Compact scheme for Gaussian elimination and its modifications: Tridiagonal matrix‏‎ (14:40, 14 March 2018)
26. Serial-parallel algorithm for the LU decomposition of a tridiagonal matrix‏‎ (14:49, 14 March 2018)
27. Gaussian elimination with column pivoting‏‎ (14:51, 14 March 2018)
28. Gaussian elimination with row pivoting‏‎ (14:54, 14 March 2018)
29. Gaussian elimination with diagonal pivoting‏‎ (14:55, 14 March 2018)
30. Gaussian elimination with complete pivoting‏‎ (14:56, 14 March 2018)
31. Householder (reflections) method for the QR decomposition of a square matrix, real point-wise version‏‎ (14:58, 14 March 2018)
32. Classical orthogonalization method‏‎ (14:59, 14 March 2018)
33. Orthogonalization method with reorthogonalization‏‎ (15:01, 14 March 2018)
34. Reducing matrices to compact forms‏‎ (15:04, 14 March 2018)
35. Unitary reductions to Hessenberg form‏‎ (15:05, 14 March 2018)
36. Classical point-wise Householder (reflections) method for reducing a matrix to Hessenberg form‏‎ (15:06, 14 March 2018)
37. Unitary reductions to tridiagonal form‏‎ (15:08, 14 March 2018)
38. Eigenvalue decomposition (finding eigenvalues and eigenvectors)‏‎ (15:13, 14 March 2018)
39. Householder (reflections) reduction of a matrix to bidiagonal form‏‎ (15:15, 14 March 2018)
40. Singular value decomposition (finding singular values and singular vectors)‏‎ (15:16, 14 March 2018)
41. The dqds algorithm for calculating singular values of bidiagonal matrices‏‎ (15:18, 14 March 2018)
42. Thomas algorithm‏‎ (15:25, 14 March 2018)
43. Repeated Thomas algorithm, pointwise version‏‎ (15:27, 14 March 2018)
44. Stone doubling algorithm‏‎ (15:29, 14 March 2018)
45. Stone doubling algorithm for solving bidiagonal SLAEs‏‎ (15:32, 14 March 2018)
46. Serial-parallel method for solving tridiagonal matrices based on the LU decomposition and backward substitutions‏‎ (15:34, 14 March 2018)
47. Repeated two-sided Thomas algorithm, pointwise version‏‎ (15:36, 14 March 2018)
48. Complete cyclic reduction‏‎ (15:37, 14 March 2018)
49. Block Thomas algorithm‏‎ (15:40, 14 March 2018)
50. Two-sided Thomas algorithm, block variant‏‎ (15:42, 14 March 2018)

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