Anyone can help me to improve this code?

Dear friends; I have a code which is not suitable for big matrices or unlimited matrice. I would like to make it better because some times i have a very big matrices such as A = (100,100)
A = zeros(n,n) matrix.
R = [ 0 0 0 1 1] vector
c=2
if R(5,1) == 1
A(5,5) = c
A(5,4) = - c
A(4,5) = - c
else
A(5,5) = 0
A(5,4) = 0
A(4,5) = 0
end
if R(4,1) == 1
A(4,4) = c + A(5,5)
A(3,4) = - c
A(4,3) = - c
else
A(4,4) = 0
A(3,4) = 0
A(4,3) = 0
end
.
.
.
ans
A =
0 0 0 0 0
0 0 0 0 0
0 0 0 -2 0
0 0 -2 4 -2
0 0 0 -2 2
Thanks in advance, your help always appreciated

 Akzeptierte Antwort

Andrei Bobrov
Andrei Bobrov am 22 Mai 2013
Bearbeitet: Andrei Bobrov am 22 Mai 2013

0 Stimmen

[EDIT]
n = 5; %
R = [0 0 0 1 1]';% eg
c = 2; %
A1 = spdiags(-c*R,1,n,n);
A = A1 + A1' + spdiags(c*(R + [R(2:end);0]),0,n,n);
full(A)
OR
Rin(:,[1 3 2]) = c*[-[circshift(R,-1) R],R + [R(2:end);0]];
A = spdiags(Rin,-1:1,n,n);
full(A)
OR
Rin(:,[1 3 2]) = c*[-[circshift(R,-1) R],conv(R,[1;1],'same')];
A = spdiags(Rin,-1:1,n,n);
full(A)

3 Kommentare

Brwa
Brwa am 22 Mai 2013
Bearbeitet: Brwa am 23 Mai 2013
Thank you very much you you done very well. I really appreciate your help and effort. and thanks to David Sanchez too.
wish you all the best guys
Andrei Bobrov
Andrei Bobrov am 22 Mai 2013
EDITed
Brwa
Brwa am 22 Mai 2013
still have the same mistake, the diagonal line should not be sum of
A(1,1) must not equal A(5,5)+A(4,4)+A(3,3)+A(2,2)+c
if R =[ 1 1 1 1 1]
A(5,5) must equa = c
A(4,4) must equal A(5,5) + c
A(3,3) must equal A(4,4) + c
A(2,2) must equal A(3,3) + c
A(1,1) must equal A(2,2) + c
And if
if R =[ 1 1 1 0 1]
A(5,5) must equa = c
A(4,4) must equal A(5,5) + 0
A(3,3) must equal 0 + c this means we only consider about original number of A(4,4) when R =[ 1 1 1 0 1] the fourth value is 0 so A(4,4) = 0 therefore, A(3,3) = 0 + c = c
A(2,2) must equal A(3,3) + c
A(1,1) must equal A(2,2) + c

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Weitere Antworten (2)

David Sanchez
David Sanchez am 22 Mai 2013

0 Stimmen

Ii this what you need?
for k=1:n-1
if R(k,1) == 1
A(k,k)= c + A(k+1,k+1);
else
A(k,k) = A(k+1,k+1);
end

4 Kommentare

Brwa
Brwa am 22 Mai 2013
Dear Aavid Sanchez thanks for your help but your code is also not working
for k=1:(n-1)
if R(k) == 1
A(k,k)= c + A(k+1,k+1);
else
A(k,k) = A(k+1,k+1);
end
Do you get an error message or aren't you getting what you want?
I see, you have to start the for loop by the end.
c=2;
if R(5,1) == 1
A(5,5) = c
A(5,4) = - c
A(4,5) = - c
else
A(5,5) = 0
A(5,4) = 0
A(4,5) = 0
end
for k=(n-1):-1:1
if R(k) == 1
A(k,k)= c + A(k+1,k+1);
else
A(k,k) = A(k+1,k+1);
end
Brwa
Brwa am 22 Mai 2013
oh, my god still not correct, but I still appreciate your help very very much.
the problem is for R= [ 1 1 1 0 1]
A(3,3) must = c not 2c because A(4,4) =0 so A(3,3) = c + 0 = c

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Brwa
Brwa am 22 Mai 2013

0 Stimmen

Thanks for your helps, Andrei Bobrov and David Sanchez. you guys are so nice. This is my code. it works good, to be honest i learnt alot from you two. but if someone can ake it shorter that will be great.
n=5;
A = zeros(n,n);
R = [1;1;0;1;1];
c = 2;
for i = n-1 : -1 : 2;
if R(i,1) == 1 && R(i+1,1) ==1
A(i,i) = 2*c ;
A(i,i-1) = - c ;
A(i-1,i) = - c ;
elseif R(i,1) == 1 && R(i+1,1) ~=1
A(i,i) = c ;
A(i,i-1) = - c ;
A(i-1,i) = - c ;
elseif R(i,1) ~= 1 && R(i+1,1) ==1
A(i,i) = c ;
A(i,i-1) = 0 ;
A(i-1,i) = 0 ;
elseif R(i,1) ~= 1
A(i,i) = 0 ;
A(i,i-1) = 0 ;
A(i-1,i) = 0 ;
end
if R(1,1)== 1 && R(2,1) == 1
A(1,1) = 2*c ;
elseif R(1,1) == 1 || R(2,1) == 1
A(1,1) = c;
else
A(1,1) = 0;
end
if R(n,1) ==1 && R(n-1,1) ==1
A(n,n) = c ;
A(n-1,n) = -c;
A(n,n-1) = -c;
A(n-1,n-1) = 2*c;
elseif R(n,1) ==1
A(n,n) = c ;
A(n-1,n) = -c;
A(n,n-1) = -c;
A(n-1,n-1) = c;
end
end
Thank you again

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