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naomi-scilabfunctions.blogspot.com

Scilab functions

Thursday, February 3, 2011. Function [x] = gausselimPP(A,b). This function obtains the solution to the system of. Linear equations A*x = b, given the matrix of coefficients A. And the right-hand side vector, b. NA,mA] = size(A). Nb,mb] = size(b). If nA mA then. Error('gausselim - Matrix A must be square');. Elseif mA nb then. Error('gausselim - incompatible dimensions between A and b');. A = [A b]; / Augmented matrix. N = nA ; / Matrix size. Forward elimination with partial pivoting. For j=k 1:n 1. Temp ...

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Scilab functions | naomi-scilabfunctions.blogspot.com Reviews
<META>
DESCRIPTION
Thursday, February 3, 2011. Function [x] = gausselimPP(A,b). This function obtains the solution to the system of. Linear equations A*x = b, given the matrix of coefficients A. And the right-hand side vector, b. NA,mA] = size(A). Nb,mb] = size(b). If nA mA then. Error('gausselim - Matrix A must be square');. Elseif mA nb then. Error('gausselim - incompatible dimensions between A and b');. A = [A b]; / Augmented matrix. N = nA ; / Matrix size. Forward elimination with partial pivoting. For j=k 1:n 1. Temp ...
<META>
KEYWORDS
1 scilab functions
2 gausseli e
3 abort;
4 end;
5 for k=1 n 1
6 for i=k 1 n
7 backward substitution
8 sumk=0
9 for k=i 1 n
10 end function
CONTENT
Page content here
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scilab functions,gausseli e,abort;,end;,for k=1 n 1,for i=k 1 n,backward substitution,sumk=0,for k=i 1 n,end function,no comments,email this,blogthis,share to twitter,share to facebook,share to pinterest,gausselim d,gausselim c,gausselim b,gaussianelim a
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Scilab functions | naomi-scilabfunctions.blogspot.com Reviews

https://naomi-scilabfunctions.blogspot.com

Thursday, February 3, 2011. Function [x] = gausselimPP(A,b). This function obtains the solution to the system of. Linear equations A*x = b, given the matrix of coefficients A. And the right-hand side vector, b. NA,mA] = size(A). Nb,mb] = size(b). If nA mA then. Error('gausselim - Matrix A must be square');. Elseif mA nb then. Error('gausselim - incompatible dimensions between A and b');. A = [A b]; / Augmented matrix. N = nA ; / Matrix size. Forward elimination with partial pivoting. For j=k 1:n 1. Temp ...

INTERNAL PAGES

naomi-scilabfunctions.blogspot.com naomi-scilabfunctions.blogspot.com
1

Scilab functions: gausselim_c

http://naomi-scilabfunctions.blogspot.com/2011/02/gausselimc.html

Thursday, February 3, 2011. Function [x] = gausselimm(A,B). This function obtains the solution to the system of. Linear equations A*X = B, given the nxn matrix of coefficients A. And the nxm right-hand side matrix, B. Matrix X is nxm. NA,mA] = size(A). NB,mB] = size(B). If nA mA then. Error('gausselim - Matrix A must be square');. Elseif mA nB then. Error('gausselim - incompatible dimensions between A and b');. A = [A B]; / Augmented matrix. N = nA ; / Number of rows and columns in A, rows in B.

2

Scilab functions: gausselim_d

http://naomi-scilabfunctions.blogspot.com/2011/02/gausselimd.html

Thursday, February 3, 2011. Function [x] = gausselimPP(A,b). This function obtains the solution to the system of. Linear equations A*x = b, given the matrix of coefficients A. And the right-hand side vector, b. NA,mA] = size(A). Nb,mb] = size(b). If nA mA then. Error('gausselim - Matrix A must be square');. Elseif mA nb then. Error('gausselim - incompatible dimensions between A and b');. A = [A b]; / Augmented matrix. N = nA ; / Matrix size. P = eye(n,n); / Permutation matrix. If abs(a(k,i) amax then.

3

Scilab functions: February 2011

http://naomi-scilabfunctions.blogspot.com/2011_02_01_archive.html

Thursday, February 3, 2011. Function [x] = gausselimPP(A,b). This function obtains the solution to the system of. Linear equations A*x = b, given the matrix of coefficients A. And the right-hand side vector, b. NA,mA] = size(A). Nb,mb] = size(b). If nA mA then. Error('gausselim - Matrix A must be square');. Elseif mA nb then. Error('gausselim - incompatible dimensions between A and b');. A = [A b]; / Augmented matrix. N = nA ; / Matrix size. Forward elimination with partial pivoting. For j=k 1:n 1. Temp ...

4

Scilab functions: gaussianelim_a

http://naomi-scilabfunctions.blogspot.com/2011/02/gaussianelima.html

Thursday, February 3, 2011. Function [x] = gausselim(A,b). This function obtains the solution to the system of. Linear equations A*x = b, given the matrix of coefficients A. And the right-hand side vector, b. NA,mA] = size(A). Nb,mb] = size(b). If nA mA then. Error('gausselim - Matrix A must be square');. Elseif mA nb then. Error('gausselim - incompatible dimensions between A and b');. For j=k 1:n 1. A(i,j)=a(i,j)-a(k,j)*a(i,k)/a(k,k);. X(n) = a(n,n 1)/a(n,n);. For i = n-1:-1:1. Sumk=sumk a(i,k)*x(k);.

5

Scilab functions: gausseli_e

http://naomi-scilabfunctions.blogspot.com/2011/02/gausselie.html

Thursday, February 3, 2011. Function [x] = gausselimPP(A,b). This function obtains the solution to the system of. Linear equations A*x = b, given the matrix of coefficients A. And the right-hand side vector, b. NA,mA] = size(A). Nb,mb] = size(b). If nA mA then. Error('gausselim - Matrix A must be square');. Elseif mA nb then. Error('gausselim - incompatible dimensions between A and b');. A = [A b]; / Augmented matrix. N = nA ; / Matrix size. Forward elimination with partial pivoting. For j=k 1:n 1.

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Scilab functions

Thursday, February 3, 2011. Function [x] = gausselimPP(A,b). This function obtains the solution to the system of. Linear equations A*x = b, given the matrix of coefficients A. And the right-hand side vector, b. NA,mA] = size(A). Nb,mb] = size(b). If nA mA then. Error('gausselim - Matrix A must be square');. Elseif mA nb then. Error('gausselim - incompatible dimensions between A and b');. A = [A b]; / Augmented matrix. N = nA ; / Matrix size. Forward elimination with partial pivoting. For j=k 1:n 1. Temp ...

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