tmt.txt

来自「各种矩阵算法库。支持UpperTriangularMatrix,LowerTri」· 文本 代码 · 共 3,066 行 · 第 1/3 页

Matrix type: Rect  (2450, 1)

All elements are zero

Matrix type: Rect  (1, 1)

All elements are zero

Matrix type: Rect  (1, 1)

All elements are zero

Matrix type: Rect  (13, 1)

All elements are zero

Matrix type: Rect  (13, 1)

All elements are zero

Matrix type: Rect  (12, 1)

All elements are zero

Matrix type: Rect  (12, 1)

All elements are zero

Matrix type: Rect  (9, 1)

All elements are zero

Matrix type: Rect  (9, 1)

All elements are zero

Matrix type: Rect  (16, 1)

All elements are zero

Matrix type: Rect  (16, 1)

All elements are zero

Matrix type: Rect  (30, 1)

All elements are zero

Matrix type: Rect  (30, 1)

All elements are zero

Matrix type: Rect  (42, 1)

All elements are zero

Matrix type: Rect  (42, 1)

All elements are zero

Matrix type: Rect  (2, 1)

All elements are zero

Matrix type: Rect  (2, 1)

All elements are zero

Matrix type: Rect  (26, 1)

All elements are zero

Matrix type: Rect  (26, 1)

All elements are zero

Matrix type: Rect  (32, 1)

All elements are zero

Matrix type: Rect  (32, 1)

All elements are zero

Matrix type: Rect  (18, 1)

All elements are zero

Matrix type: Rect  (18, 1)

All elements are zero

Matrix type: Rect  (2, 1)

All elements are zero

Matrix type: Rect  (2, 1)

All elements are zero

Matrix type: Rect  (2, 1)

All elements are zero

Matrix type: Rect  (2, 1)

All elements are zero

Matrix type: Rect  (202, 1)

All elements are zero

Matrix type: Rect  (202, 1)

All elements are zero

Matrix type: Rect  (202, 1)

All elements are zero

Matrix type: Rect  (202, 1)

All elements are zero

Matrix type: Rect  (1000, 1)

All elements are zero

Matrix type: Rect  (1000, 1)

All elements are zero

Matrix type: Rect  (1000, 1)

All elements are zero

Matrix type: Rect  (1000, 1)

All elements are zero

Matrix type: Rect  (3, 1)

All elements are zero

Matrix type: Rect  (3, 1)

All elements are zero

Matrix type: Rect  (3, 1)

All elements are zero

Matrix type: Rect  (3, 1)

All elements are zero

Matrix type: Rect  (275, 1)

All elements are zero

Matrix type: Rect  (275, 1)

All elements are zero

Matrix type: Rect  (275, 1)

All elements are zero

Matrix type: Rect  (275, 1)

All elements are zero

Matrix type: Rect  (1001, 1)

All elements are zero

Matrix type: Rect  (1001, 1)

All elements are zero

Matrix type: Rect  (1001, 1)

All elements are zero

Matrix type: Rect  (1001, 1)

All elements are zero

Matrix type: Rect  (3, 1)

All elements are zero

Matrix type: Rect  (3, 1)

All elements are zero

Matrix type: Rect  (27, 1)

All elements are zero

Matrix type: Rect  (27, 1)

All elements are zero

Matrix type: Rect  (33, 1)

All elements are zero

Matrix type: Rect  (33, 1)

All elements are zero

Matrix type: Rect  (19, 1)

All elements are zero

Matrix type: Rect  (19, 1)

All elements are zero

Matrix type: Rect  (12, 1)

All elements are zero

Matrix type: Rect  (12, 1)

All elements are zero

Matrix type: Rect  (2048, 1)

All elements are zero

Matrix type: Rect  (2048, 1)

All elements are zero

Matrix type: Rect  (2000, 1)

All elements are zero

Matrix type: Rect  (2000, 1)

All elements are zero

Matrix type: Rect  (2187, 1)

All elements are zero

Matrix type: Rect  (2187, 1)

All elements are zero

Matrix type: Rect  (2310, 1)

All elements are zero

Matrix type: Rect  (2310, 1)

All elements are zero

Matrix type: Rect  (2401, 1)

All elements are zero

Matrix type: Rect  (2401, 1)

All elements are zero

Matrix type: Rect  (2197, 1)

All elements are zero

Matrix type: Rect  (2197, 1)

All elements are zero

Matrix type: Rect  (2021, 1)

All elements are zero

Matrix type: Rect  (2021, 1)

All elements are zero

Matrix type: Rect  (768, 1)

All elements are zero

Matrix type: Rect  (768, 1)

All elements are zero

Matrix type: Rect  (1280, 1)

All elements are zero

Matrix type: Rect  (1280, 1)

All elements are zero

Matrix type: Rect  (1792, 1)

All elements are zero

Matrix type: Rect  (1792, 1)

All elements are zero

Matrix type: Rect  (2, 1)

All elements are zero

Matrix type: Rect  (2, 1)

All elements are zero

Matrix type: Rect  (2, 1)

All elements are zero

Matrix type: Rect  (50, 1)

All elements are zero

Matrix type: Rect  (50, 1)

All elements are zero

Matrix type: Rect  (98, 1)

All elements are zero

Matrix type: Rect  (12, 1)

All elements are zero

Matrix type: Rect  (12, 1)

All elements are zero

Matrix type: Rect  (22, 1)

All elements are zero

Matrix type: Rect  (51, 1)

All elements are zero

Matrix type: Rect  (51, 1)

All elements are zero

Matrix type: Rect  (100, 1)

All elements are zero

Matrix type: Rect  (1025, 1)

All elements are zero

Matrix type: Rect  (1025, 1)

All elements are zero

Matrix type: Rect  (2048, 1)

All elements are zero

Matrix type: Rect  (1001, 1)

All elements are zero

Matrix type: Rect  (1001, 1)

All elements are zero

Matrix type: Rect  (2000, 1)

All elements are zero

Matrix type: Rect  (1226, 1)

All elements are zero

Matrix type: Rect  (1226, 1)

All elements are zero

Matrix type: Rect  (2450, 1)

All elements are zero

Matrix type: Rect  (1, 1)

All elements are zero

Matrix type: Rect  (1, 1)

All elements are zero

Matrix type: Rect  (13, 1)

All elements are zero

Matrix type: Rect  (13, 1)

All elements are zero

Matrix type: Rect  (12, 1)

All elements are zero

Matrix type: Rect  (12, 1)

All elements are zero

Matrix type: Rect  (9, 1)

All elements are zero

Matrix type: Rect  (9, 1)

All elements are zero

Matrix type: Rect  (16, 1)

All elements are zero

Matrix type: Rect  (16, 1)

All elements are zero

Matrix type: Rect  (30, 1)

All elements are zero

Matrix type: Rect  (30, 1)

All elements are zero

Matrix type: Rect  (42, 1)

All elements are zero

Matrix type: Rect  (42, 1)

All elements are zero

Matrix type: Rect  (2, 1)

All elements are zero

Matrix type: Rect  (2, 1)

All elements are zero

Matrix type: Rect  (26, 1)

All elements are zero

Matrix type: Rect  (26, 1)

All elements are zero

Matrix type: Rect  (32, 1)

All elements are zero

Matrix type: Rect  (32, 1)

All elements are zero

Matrix type: Rect  (18, 1)

All elements are zero

Matrix type: Rect  (18, 1)

All elements are zero

Matrix type: Rect  (2, 1)

All elements are zero

Matrix type: Rect  (2, 1)

All elements are zero

Matrix type: Rect  (2, 1)

All elements are zero

Matrix type: Rect  (2, 1)

All elements are zero

Matrix type: Rect  (202, 1)

All elements are zero

Matrix type: Rect  (202, 1)

All elements are zero

Matrix type: Rect  (202, 1)

All elements are zero

Matrix type: Rect  (202, 1)

All elements are zero

Matrix type: Rect  (1000, 1)

All elements are zero

Matrix type: Rect  (1000, 1)

All elements are zero

Matrix type: Rect  (1000, 1)

All elements are zero

Matrix type: Rect  (1000, 1)

All elements are zero

Matrix type: Rect  (3, 1)

All elements are zero

Matrix type: Rect  (3, 1)

All elements are zero

Matrix type: Rect  (3, 1)

All elements are zero

Matrix type: Rect  (3, 1)

All elements are zero

Matrix type: Rect  (275, 1)

All elements are zero

Matrix type: Rect  (275, 1)

All elements are zero

Matrix type: Rect  (275, 1)

All elements are zero

Matrix type: Rect  (275, 1)

All elements are zero

Matrix type: Rect  (1001, 1)

All elements are zero

Matrix type: Rect  (1001, 1)

All elements are zero

Matrix type: Rect  (1001, 1)

All elements are zero

Matrix type: Rect  (1001, 1)

All elements are zero

Matrix type: Rect  (3, 1)

All elements are zero

Matrix type: Rect  (3, 1)

All elements are zero

Matrix type: Rect  (27, 1)

All elements are zero

Matrix type: Rect  (27, 1)

All elements are zero

Matrix type: Rect  (33, 1)

All elements are zero

Matrix type: Rect  (33, 1)

All elements are zero

Matrix type: Rect  (19, 1)

All elements are zero

Matrix type: Rect  (19, 1)

All elements are zero

  * Sixteenth test of Matrix package
  * Matrix test program

Matrix type: Rect  (1, 7)

All elements are zero

Matrix type: Rect  (1, 6)

All elements are zero

Matrix type: Rect  (1, 6)

All elements are zero

Matrix type: Rect  (1, 8)

All elements are zero

Matrix type: Rect  (1, 3)

All elements are zero

Matrix type: Rect  (1, 4)

All elements are zero

Matrix type: Rect  (1, 4)

All elements are zero

Matrix type: Rect  (1, 4)

All elements are zero

Matrix type: Rect  (1, 3)

All elements are zero

Matrix type: Rect  (1, 5)

All elements are zero

Matrix type: Rect  (6, 1)

All elements are zero

  * Seventeenth test of Matrix package
  * Matrix test program

Matrix type: Rect  (8, 8)

All elements are zero

Matrix type: Rect  (8, 8)

All elements are zero

Matrix type: Rect  (8, 8)

All elements are zero

Matrix type: Rect  (8, 8)

All elements are zero

Matrix type: Rect  (8, 8)

All elements are zero

Matrix type: Rect  (8, 8)

All elements are zero

Matrix type: Rect  (1, 1)

All elements are zero

Matrix type: Rect  (8, 8)

All elements are zero

Matrix type: Rect  (8, 8)

All elements are zero

Matrix type: Rect  (6, 1)

All elements are zero

Matrix type: Rect  (1, 7)

All elements are zero

Matrix type: Rect  (80, 1)

All elements are zero

Matrix type: Rect  (80, 1)

All elements are zero

Matrix type: Rect  (1, 1)

All elements are zero

Matrix type: Rect  (80, 1)

All elements are zero

Matrix type: Rect  (80, 1)

All elements are zero

Matrix type: Rect  (1, 4)

All elements are zero

Matrix type: Rect  (8, 8)

All elements are zero

Matrix type: Rect  (8, 8)

All elements are zero

Matrix type: Rect  (8, 8)

All elements are zero

Matrix type: Rect  (8, 1)

All elements are zero

Matrix type: Rect  (7, 1)

All elements are zero

Matrix type: Rect  (7, 7)

All elements are zero

Matrix type: Rect  (7, 7)

All elements are zero

Matrix type: Rect  (7, 7)

All elements are zero

Matrix type: Rect  (7, 7)

All elements are zero

Matrix type: Rect  (7, 7)

All elements are zero

Matrix type: Rect  (7, 7)

All elements are zero

  * Eighteenth test of Matrix package
  * Matrix test program

Matrix type: Rect  (23, 1)

All elements are zero

Matrix type: Rect  (10, 20)

All elements are zero

  * Nineteenth test of Matrix package
  * Matrix test program

Matrix type: Rect  (13, 7)

All elements are zero

Matrix type: Rect  (13, 7)

All elements are zero

Matrix type: Rect  (13, 7)

All elements are zero

Matrix type: Rect  (13, 7)

All elements are zero

Matrix type: Rect  (7, 7)

All elements are zero

Matrix type: Rect  (7, 7)

All elements are zero

Matrix type: Rect  (7, 7)

All elements are zero

Matrix type: Rect  (7, 7)

All elements are zero

Matrix type: Diag  (7, 7)

All elements are zero

Matrix type: Diag  (7, 7)

All elements are zero

Matrix type: Diag  (7, 7)

All elements are zero

Matrix type: Diag  (7, 7)

All elements are zero

Matrix type: LT    (7, 7)

All elements are zero

Matrix type: LT    (7, 7)

All elements are zero

Matrix type: LT    (7, 7)

All elements are zero

Matrix type: LT    (7, 7)

All elements are zero

Matrix type: UT    (25, 25)

All elements are zero

Matrix type: Rect  (25, 25)

All elements are zero

Matrix type: Rect  (25, 25)

All elements are zero

Matrix type: Rect  (25, 25)

All elements are zero

Matrix type: Rect  (25, 25)

All elements are zero

Matrix type: Rect  (25, 25)

All elements are zero

Matrix type: Rect  (25, 25)

All elements are zero

Matrix type: Rect  (25, 25)

All elements are zero

Matrix type: Rect  (25, 25)

All elements are zero

Matrix type: Rect  (25, 25)

All elements are zero

Matrix type: Rect  (25, 25)

All elements are zero

Matrix type: Rect  (19, 19)

All elements are zero

Matrix type: Rect  (19, 19)

All elements are zero

Matrix type: Rect  (19, 19)

All elements are zero

Matrix type: Rect  (19, 19)

All elements are zero

Matrix type: Rect  (19, 19)

All elements are zero

Matrix type: Rect  (19, 19)

All elements are zero

Matrix type: Rect  (19, 19)

All elements are zero

Matrix type: Rect  (19, 19)

All elements are zero

Matrix type: Rect  (2, 1)

All elements are zero

Matrix type: Rect  (19, 19)

All elements are zero

Matrix type: Rect  (19, 19)

All elements are zero

Matrix type: Rect  (19, 19)

All elements are zero

Matrix type: Rect  (19, 19)

All elements are zero

Matrix type: Rect  (19, 19)

All elements are zero

Matrix type: Rect  (19, 19)

All elements are zero

Matrix type: Rect  (19, 19)

All elements are zero

Matrix type: Rect  (19, 19)

All elements are zero

Matrix type: Rect  (2, 1)

All elements are zero

Matrix type: Rect  (7, 7)

All elements are zero

Matrix type: Rect  (7, 7)

All elements are zero

Matrix type: Rect  (7, 7)

All elements are zero

Matrix type: Rect  (7, 7)

All elements are zero

Matrix type: Rect  (7, 7)

All elements are zero

Matrix type: Rect  (7, 7)

All elements are zero

Matrix type: Rect  (7, 7)

All elements are zero

Matrix type: Rect  (7, 7)

All elements are zero

  * Twentieth test of Matrix package
  * Matrix test program
C subscripts not enabled, not tested


  * Twenty first test of Matrix package
  * Matrix test program

Matrix type: Rect  (1, 28)

All elements are zero

End of tests

(The following memory checks are probably not valid with all
compilers - see documentation)

Checking for lost memory: 8534160 8534160  - ok


Checking for lost memory: 8534160 8534160  - ok

Number of matrices tested                 = 735
Number of non-zero matrices (should be 1) = 1