tmt.txt

非常好用的用C编写的矩阵类,可在不同编译器下编译使用.

Begin test
Now print a real number: 3.14159

Matrix type: Rect  (1, 8)

0	0	0	0	0	0	0	1	

+     UT    LT    Rect  Squ   Sym   Skew  Diag  Ident Band  UpBnd LwBnd SmBnd SkBnd 
UT    UT    Squ   Rect  Squ   Squ   Squ   UT    UT    Squ   UT    Squ   Squ   Squ   
LT    Squ   LT    Rect  Squ   Squ   Squ   LT    LT    Squ   Squ   LT    Squ   Squ   
Rect  Rect  Rect  Rect  Rect  Rect  Rect  Rect  Rect  Rect  Rect  Rect  Rect  Rect  
Squ   Squ   Squ   Rect  Squ   Squ   Squ   Squ   Squ   Squ   Squ   Squ   Squ   Squ   
Sym   Squ   Squ   Rect  Squ   Sym   Squ   Sym   Sym   Squ   Squ   Squ   Sym   Squ   
Skew  Squ   Squ   Rect  Squ   Squ   Skew  Squ   Squ   Squ   Squ   Squ   Squ   Skew  
Diag  UT    LT    Rect  Squ   Sym   Squ   Diag  Diag  Band  UpBnd LwBnd SmBnd Band  
Ident UT    LT    Rect  Squ   Sym   Squ   Diag  Ident Band  UpBnd LwBnd SmBnd Band  
Band  Squ   Squ   Rect  Squ   Squ   Squ   Band  Band  Band  Band  Band  Band  Band  
UpBnd UT    Squ   Rect  Squ   Squ   Squ   UpBnd UpBnd Band  UpBnd Band  Band  Band  
LwBnd Squ   LT    Rect  Squ   Squ   Squ   LwBnd LwBnd Band  Band  LwBnd Band  Band  
SmBnd Squ   Squ   Rect  Squ   Sym   Squ   SmBnd SmBnd Band  Band  Band  SmBnd Band  
SkBnd Squ   Squ   Rect  Squ   Squ   Skew  Band  Band  Band  Band  Band  Band  SkBnd 

*     UT    LT    Rect  Squ   Sym   Skew  Diag  Ident Band  UpBnd LwBnd SmBnd SkBnd 
UT    UT    Squ   Rect  Squ   Squ   Squ   UT    UT    Squ   UT    Squ   Squ   Squ   
LT    Squ   LT    Rect  Squ   Squ   Squ   LT    LT    Squ   Squ   LT    Squ   Squ   
Rect  Rect  Rect  Rect  Rect  Rect  Rect  Rect  Rect  Rect  Rect  Rect  Rect  Rect  
Squ   Squ   Squ   Rect  Squ   Squ   Squ   Squ   Squ   Squ   Squ   Squ   Squ   Squ   
Sym   Squ   Squ   Rect  Squ   Squ   Squ   Squ   Squ   Squ   Squ   Squ   Squ   Squ   
Skew  Squ   Squ   Rect  Squ   Squ   Squ   Squ   Squ   Squ   Squ   Squ   Squ   Squ   
Diag  UT    LT    Rect  Squ   Squ   Squ   Diag  Diag  Band  UpBnd LwBnd Band  Band  
Ident UT    LT    Rect  Squ   Squ   Squ   Diag  Ident Band  UpBnd LwBnd Band  Band  
Band  Squ   Squ   Rect  Squ   Squ   Squ   Band  Band  Band  Band  Band  Band  Band  
UpBnd UT    Squ   Rect  Squ   Squ   Squ   UpBnd UpBnd Band  UpBnd Band  Band  Band  
LwBnd Squ   LT    Rect  Squ   Squ   Squ   LwBnd LwBnd Band  Band  LwBnd Band  Band  
SmBnd Squ   Squ   Rect  Squ   Squ   Squ   Band  Band  Band  Band  Band  Band  Band  
SkBnd Squ   Squ   Rect  Squ   Squ   Squ   Band  Band  Band  Band  Band  Band  Band  

|     UT    LT    Rect  Squ   Sym   Skew  Diag  Ident Band  UpBnd LwBnd SmBnd SkBnd 
UT    Rect  Rect  Rect  Rect  Rect  Rect  Rect  Rect  Rect  Rect  Rect  Rect  Rect  
LT    Rect  Rect  Rect  Rect  Rect  Rect  Rect  Rect  Rect  Rect  Rect  Rect  Rect  
Rect  Rect  Rect  Rect  Rect  Rect  Rect  Rect  Rect  Rect  Rect  Rect  Rect  Rect  
Squ   Rect  Rect  Rect  Rect  Rect  Rect  Rect  Rect  Rect  Rect  Rect  Rect  Rect  
Sym   Rect  Rect  Rect  Rect  Rect  Rect  Rect  Rect  Rect  Rect  Rect  Rect  Rect  
Skew  Rect  Rect  Rect  Rect  Rect  Rect  Rect  Rect  Rect  Rect  Rect  Rect  Rect  
Diag  Rect  Rect  Rect  Rect  Rect  Rect  Rect  Rect  Rect  Rect  Rect  Rect  Rect  
Ident Rect  Rect  Rect  Rect  Rect  Rect  Rect  Rect  Rect  Rect  Rect  Rect  Rect  
Band  Rect  Rect  Rect  Rect  Rect  Rect  Rect  Rect  Rect  Rect  Rect  Rect  Rect  
UpBnd Rect  Rect  Rect  Rect  Rect  Rect  Rect  Rect  Rect  Rect  Rect  Rect  Rect  
LwBnd Rect  Rect  Rect  Rect  Rect  Rect  Rect  Rect  Rect  Rect  Rect  Rect  Rect  
SmBnd Rect  Rect  Rect  Rect  Rect  Rect  Rect  Rect  Rect  Rect  Rect  Rect  Rect  
SkBnd Rect  Rect  Rect  Rect  Rect  Rect  Rect  Rect  Rect  Rect  Rect  Rect  Rect  

SP    UT    LT    Rect  Squ   Sym   Skew  Diag  Ident Band  UpBnd LwBnd SmBnd SkBnd 
UT    UT    Diag  UT    UT    UT    UT    Diag  Diag  UpBnd UpBnd Diag  UpBnd UpBnd 
LT    Diag  LT    LT    LT    LT    LT    Diag  Diag  LwBnd Diag  LwBnd LwBnd LwBnd 
Rect  UT    LT    Rect  Squ   Squ   Squ   Diag  Diag  Band  UpBnd LwBnd Band  Band  
Squ   UT    LT    Squ   Squ   Squ   Squ   Diag  Diag  Band  UpBnd LwBnd Band  Band  
Sym   UT    LT    Squ   Squ   Sym   Skew  Diag  Diag  Band  UpBnd LwBnd SmBnd SkBnd 
Skew  UT    LT    Squ   Squ   Skew  Sym   ????? ????? Band  UpBnd LwBnd SkBnd SmBnd 
Diag  Diag  Diag  Diag  Diag  Diag  ????? Diag  Diag  Diag  Diag  Diag  Diag  ????? 
Ident Diag  Diag  Diag  Diag  Diag  ????? Diag  Ident Diag  Diag  Diag  Diag  ????? 
Band  UpBnd LwBnd Band  Band  Band  Band  Diag  Diag  Band  UpBnd LwBnd Band  Band  
UpBnd UpBnd Diag  UpBnd UpBnd UpBnd UpBnd Diag  Diag  UpBnd UpBnd Diag  UpBnd UpBnd 
LwBnd Diag  LwBnd LwBnd LwBnd LwBnd LwBnd Diag  Diag  LwBnd Diag  LwBnd LwBnd LwBnd 
SmBnd UpBnd LwBnd Band  Band  SmBnd SkBnd Diag  Diag  Band  UpBnd LwBnd SmBnd SkBnd 
SkBnd UpBnd LwBnd Band  Band  SkBnd SmBnd ????? ????? Band  UpBnd LwBnd SkBnd SmBnd 

KP    UT    LT    Rect  Squ   Sym   Skew  Diag  Ident Band  UpBnd LwBnd SmBnd SkBnd 
UT    UT    Squ   Rect  Squ   Squ   Squ   UpBnd UpBnd Band  UpBnd Band  Band  Band  
LT    Squ   LT    Rect  Squ   Squ   Squ   LwBnd LwBnd Band  Band  LwBnd Band  Band  
Rect  Rect  Rect  Rect  Rect  Rect  Rect  Rect  Rect  Rect  Rect  Rect  Rect  Rect  
Squ   Squ   Squ   Rect  Squ   Squ   Squ   Band  Band  Band  Band  Band  Band  Band  
Sym   Squ   Squ   Rect  Squ   Sym   Squ   SmBnd SmBnd Band  Band  Band  SmBnd Band  
Skew  Squ   Squ   Rect  Squ   Squ   Skew  Band  Band  Band  Band  Band  Band  SkBnd 
Diag  UT    LT    Rect  Squ   Sym   Squ   Diag  Diag  Band  UpBnd LwBnd SmBnd Band  
Ident UT    LT    Rect  Squ   Sym   Squ   Diag  Diag  Band  UpBnd LwBnd SmBnd Band  
Band  Squ   Squ   Rect  Squ   Squ   Squ   Band  Band  Band  Band  Band  Band  Band  
UpBnd UT    Squ   Rect  Squ   Squ   Squ   UpBnd UpBnd Band  UpBnd Band  Band  Band  
LwBnd Squ   LT    Rect  Squ   Squ   Squ   LwBnd LwBnd Band  Band  LwBnd Band  Band  
SmBnd Squ   Squ   Rect  Squ   Sym   Squ   SmBnd SmBnd Band  Band  Band  SmBnd Band  
SkBnd Squ   Squ   Rect  Squ   Squ   Skew  Band  Band  Band  Band  Band  Band  SkBnd 

>=    UT    LT    Rect  Squ   Sym   Skew  Diag  Ident Band  UpBnd LwBnd SmBnd SkBnd 
UT    Yes   No    Yes   Yes   No    No    No    No    No    No    No    No    No    
LT    No    Yes   Yes   Yes   No    No    No    No    No    No    No    No    No    
Rect  No    No    Yes   Yes   No    No    No    No    No    No    No    No    No    
Squ   No    No    Yes   Yes   No    No    No    No    No    No    No    No    No    
Sym   No    No    Yes   Yes   Yes   No    No    No    No    No    No    No    No    
Skew  No    No    Yes   Yes   No    Yes   No    No    No    No    No    No    No    
Diag  Yes   Yes   Yes   Yes   Yes   No    Yes   No    Yes   Yes   Yes   Yes   No    
Ident Yes   Yes   Yes   Yes   Yes   No    Yes   Yes   Yes   Yes   Yes   Yes   No    
Band  No    No    Yes   Yes   No    No    No    No    Yes   No    No    No    No    
UpBnd Yes   No    Yes   Yes   No    No    No    No    Yes   Yes   No    No    No    
LwBnd No    Yes   Yes   Yes   No    No    No    No    Yes   No    Yes   No    No    
SmBnd No    No    Yes   Yes   Yes   No    No    No    Yes   No    No    Yes   No    
SkBnd No    No    Yes   Yes   No    Yes   No    No    Yes   No    No    No    Yes   


  * First test of Matrix package
  * Matrix test program

Matrix type: LT    (10, 10)

All elements are zero

Matrix type: Rect  (10, 10)

All elements are zero

Matrix type: UT    (9, 9)

All elements are zero

Matrix type: Rect  (9, 9)

All elements are zero

Matrix type: Rect  (10, 3)

All elements are zero

Matrix type: Rect  (10, 3)

All elements are zero

Matrix type: Rect  (10, 3)

All elements are zero

Matrix type: Rect  (10, 3)

All elements are zero

Matrix type: Rect  (10, 3)

All elements are zero

Matrix type: Rect  (10, 3)

All elements are zero

Matrix type: Rect  (10, 10)

All elements are zero

Matrix type: Rect  (10, 10)

All elements are zero

Matrix type: Rect  (10, 10)

All elements are zero

Matrix type: Rect  (10, 10)

All elements are zero

Matrix type: Rect  (10, 10)

All elements are zero

Matrix type: Rect  (20, 8)

All elements are zero

Matrix type: Rect  (20, 6)

All elements are zero

Matrix type: Rect  (10, 10)

All elements are zero

Matrix type: Rect  (10, 10)

All elements are zero

Matrix type: Rect  (10, 10)

All elements are zero

Matrix type: Rect  (10, 10)

All elements are zero

Matrix type: Rect  (10, 10)

All elements are zero

Matrix type: Rect  (10, 10)

All elements are zero

Matrix type: Rect  (10, 10)

All elements are zero

Matrix type: Rect  (10, 10)

All elements are zero

Matrix type: Rect  (10, 10)

All elements are zero

Matrix type: Rect  (10, 10)

All elements are zero

Matrix type: Rect  (20, 20)

All elements are zero

Matrix type: Rect  (10, 10)

All elements are zero

Matrix type: Rect  (10, 10)

All elements are zero

Matrix type: Rect  (10, 10)

All elements are zero

Matrix type: Rect  (10, 10)

All elements are zero

Matrix type: Rect  (10, 10)

All elements are zero

Matrix type: Rect  (10, 20)

All elements are zero

Matrix type: Rect  (20, 10)

All elements are zero

Matrix type: Rect  (20, 10)

All elements are zero

Matrix type: Rect  (10, 20)

All elements are zero

Matrix type: Rect  (3, 3)

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  (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  (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  (1, 3)

All elements are zero

Matrix type: Rect  (10, 3)

All elements are zero

Matrix type: Rect  (3, 10)

All elements are zero

Matrix type: Rect  (10, 1)

All elements are zero

  * Second test of Matrix package
  * Matrix test program

Matrix type: Rect  (8, 10)

All elements are zero

Matrix type: Rect  (8, 10)

All elements are zero

Matrix type: Rect  (8, 10)

All elements are zero

Matrix type: Rect  (8, 10)

All elements are zero

Matrix type: Rect  (8, 10)

All elements are zero

Matrix type: Rect  (100, 1)

All elements are zero

Matrix type: Rect  (10, 1)

All elements are zero

Matrix type: Rect  (20, 1)

All elements are zero

Matrix type: Rect  (4, 7)

All elements are zero

Matrix type: Rect  (4, 7)

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  (10, 20)

All elements are zero

Matrix type: Rect  (0, 0)

All elements are zero

Matrix type: Rect  (16, 1)

All elements are zero

Matrix type: Rect  (0, 1)

All elements are zero

Matrix type: Rect  (16, 1)

All elements are zero

Matrix type: Rect  (1, 0)

All elements are zero

Matrix type: Rect  (16, 1)

All elements are zero

Matrix type: Rect  (10, 10)

All elements are zero

Matrix type: Diag  (10, 10)

All elements are zero

Matrix type: Rect  (8, 1)

All elements are zero

Matrix type: Rect  (10, 10)

All elements are zero

Matrix type: Rect  (10, 10)

All elements are zero

Matrix type: Rect  (10, 10)

All elements are zero

Matrix type: Rect  (10, 10)

All elements are zero

Matrix type: Rect  (10, 10)

All elements are zero

Matrix type: Rect  (10, 10)

All elements are zero

Matrix type: Rect  (10, 10)

All elements are zero

Matrix type: Rect  (10, 10)

All elements are zero

Matrix type: Rect  (10, 10)

All elements are zero

Matrix type: Rect  (10, 10)

All elements are zero

Matrix type: Rect  (14, 1)

All elements are zero

Matrix type: Rect  (10, 10)

All elements are zero

Matrix type: Rect  (10, 10)

All elements are zero

Matrix type: Rect  (10, 10)

All elements are zero

Matrix type: Rect  (10, 10)

All elements are zero

Matrix type: Rect  (10, 10)

All elements are zero

Matrix type: Rect  (10, 10)

All elements are zero

Matrix type: Rect  (10, 10)

All elements are zero

Matrix type: Rect  (10, 10)

All elements are zero

Matrix type: Rect  (10, 10)

All elements are zero

Matrix type: Rect  (10, 10)

All elements are zero

Matrix type: Rect  (10, 10)

All elements are zero

Matrix type: Rect  (10, 10)

All elements are zero

Matrix type: Rect  (10, 10)

All elements are zero

Matrix type: Rect  (10, 10)

All elements are zero

Matrix type: Rect  (10, 10)

All elements are zero

Matrix type: Rect  (10, 20)

All elements are zero

Matrix type: Rect  (20, 10)

All elements are zero

Matrix type: Rect  (10, 10)

All elements are zero

Matrix type: Rect  (4, 6)

All elements are zero

Matrix type: Rect  (10, 10)

All elements are zero

Matrix type: Rect  (10, 10)

All elements are zero

Matrix type: Rect  (10, 10)

All elements are zero

Matrix type: Rect  (10, 10)

All elements are zero

Matrix type: Rect  (10, 10)

All elements are zero

Matrix type: Rect  (10, 10)

All elements are zero

Matrix type: Rect  (10, 10)

All elements are zero

Matrix type: Diag  (20, 20)

All elements are zero

Matrix type: Rect  (3, 3)

All elements are zero

Matrix type: Rect  (20, 20)

All elements are zero

Matrix type: Rect  (2, 3)

All elements are zero

Matrix type: Rect  (2, 3)

All elements are zero

  * Third test of Matrix package
  * Matrix test program

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  (6, 7)

All elements are zero

Matrix type: Rect  (6, 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  (6, 6)

All elements are zero

Matrix type: Diag  (6, 6)

All elements are zero

Matrix type: Rect  (3, 3)

All elements are zero

Matrix type: Rect  (5, 5)

All elements are zero

Matrix type: Rect  (10, 1)

All elements are zero

Matrix type: Rect  (1, 10)

All elements are zero

Matrix type: Diag  (10, 10)

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  (3, 3)

All elements are zero

Matrix type: Rect  (3, 3)

All elements are zero

Matrix type: Rect  (3, 3)

All elements are zero

Matrix type: Rect  (3, 3)

All elements are zero

Matrix type: Rect  (4, 1)

All elements are zero

Matrix type: Rect  (6, 1)

All elements are zero

Matrix type: Rect  (6, 3)

All elements are zero

Matrix type: Rect  (3, 3)

All elements are zero

  * Fourth test of Matrix package
  * Matrix test program

Matrix type: Rect  (3, 10)

All elements are zero

Matrix type: Rect  (3, 10)

All elements are zero

Matrix type: Rect  (3, 3)

All elements are zero

Matrix type: Rect  (10, 3)

All elements are zero

Matrix type: Rect  (10, 3)

All elements are zero

Matrix type: Rect  (10, 1)

All elements are zero

Matrix type: Rect  (10, 3)

All elements are zero

Matrix type: Rect  (5, 8)

All elements are zero

Matrix type: Rect  (4, 5)

All elements are zero

Matrix type: Rect  (4, 5)

All elements are zero

Matrix type: Rect  (4, 5)

All elements are zero

Matrix type: Rect  (4, 5)

All elements are zero

Matrix type: Rect  (5, 5)

All elements are zero

Matrix type: Rect  (5, 5)

All elements are zero

Matrix type: Rect  (5, 5)

All elements are zero

Matrix type: Rect  (4, 4)

All elements are zero

Matrix type: Diag  (1, 1)

All elements are zero

Matrix type: Rect  (2, 2)

All elements are zero

Matrix type: Diag  (4, 4)

All elements are zero

Matrix type: Diag  (4, 4)

All elements are zero

Matrix type: Rect  (5, 6)

All elements are zero

Matrix type: Rect  (3, 4)

All elements are zero

Matrix type: Rect  (0, 0)

All elements are zero

Matrix type: Rect  (5, 6)

All elements are zero

Matrix type: Rect  (0, 0)

All elements are zero

Matrix type: Rect  (1, 2)

All elements are zero

Matrix type: UT    (0, 0)

All elements are zero

Matrix type: UT    (20, 20)

All elements are zero

Matrix type: LT    (0, 0)

All elements are zero

Matrix type: LT    (20, 20)

All elements are zero

Matrix type: Sym   (0, 0)

All elements are zero

Matrix type: Sym   (20, 20)

All elements are zero

Matrix type: Diag  (0, 0)

All elements are zero

Matrix type: Diag  (20, 20)

All elements are zero

Matrix type: Rect  (1, 0)

All elements are zero

Matrix type: Rect  (1, 20)

All elements are zero

Matrix type: Rect  (0, 1)

All elements are zero

Matrix type: Rect  (20, 1)