Application of the identity matrix II. v05
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Try the examples in this order.
(You can compile the *.c files directly without create a project)
A) The work on a column in one step. see : AAAid.txt
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Aid01.c : The first pivot.
Aid02.c : The second pivot.
Aid03.c : The third pivot.
Application : Gauss Jordan elimination. Application : Inverse of the matrix.
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Agaus01.c : On a matrix : (3x4) Ainv01.c : On a matrix : (3x3)
Agaus02.c : On a matrix : (4x5) Ainv02.c : On a matrix : (4x4)
Agaus03.c : On a matrix : (5x6) Ainv03.c : On a matrix : (5x5)
B) All the values below the pivot in one step. see : AABid.txt
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Bid01.c : On a matrix : (3x3)
Bid02.c : On a matrix : (4x4)
Bid03.c : On a matrix : (5x5)
Application : Gauss elimination.
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Bgaus01.c : On a matrix : (3x4)
Bgaus02.c : On a matrix : (4x5)
Bgaus03.c : On a matrix : (5x6)
C) All the values above the pivot in one step. see : AACid.txt
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Cid01.c : On a matrix : (3x3)
Cid02.c : On a matrix : (4x4)
Cid03.c : On a matrix : (5x5)
Application : Gauss Jordan elimination. Application : Inverse of the matrix.
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Cgaus01.c : On a matrix : (3x4) Cinv01.c : On a matrix : (3x3)
Cgaus01a.c : On a matrix : (3x4) Cinv01a.c : On a matrix : (3x3)
Cgaus02.c : On a matrix : (4x5) Cinv02.c : On a matrix : (4x4)
Cgaus02a.c : On a matrix : (4x5) Cinv02a.c : On a matrix : (4x4)
Cgaus03.c : On a matrix : (5x6) Cinv03.c : On a matrix : (5x5)
Cgaus03a.c : On a matrix : (5x6) Cinv03a.c : On a matrix : (5x5)
