%coded by Vikramaditya V. Kundur
clc
fid = fopen('testfile1.txt', '销返r') % Input file
%Input file should be in the form of a text file.
%5 %order of matrix
%0 2 3 4 0
%2 0 1 2 5
%3 1 0 1 2
%4 2 1 0 2
%0 5 2 2 0
l = fscanf(fid, '%g %g', [1 1]) % Input matrix size from line 1
h = fscanf(fid, '%g %g', [l l]) % Input the matrix
a=h'
fclose(fid)
fid = fopen('Result.txt','wt')% Output file
fprintf(fid,'Original matrix\n\n')% Printing the original matrix in the output file
for i=1:l
for k=1:l
fprintf(fid,'%6d',a(i,k))
end
fprintf(fid,' \n')
end
for i=1:l
for j=1:l
if a(i,j)==0
a(i,j)=inf
end
end
end
k=1:l
listV(k)=0
listV(1)=1
e=1
while (e<l)
min=inf
for i=1:l
if listV(i)==1
for j=1:l
if listV(j)==0
if min>a(i,j)
min=a(i,j)
b=a(i,j)
s=i
d=j
end
end
end
end
end
listV(d)=1
distance(e)=b
source(e)=s
destination(e)=d
e=e+1
end
fprintf(fid,'\n\nDistance modified matrix\n\李斗答n')
for i=1:l
for k=1:l
if i==k
fprintf(fid,'%6d',0)
else
fprintf(fid,'%6d',a(i,k))
end
end
fprintf(fid,' \n')
end
fprintf(fid,'\n The nodes and shortest distances are \n')
fprintf(fid,'哪慧\nFORMAT: Distance(Source, destination) \n')
for g=1:e-1
fprintf(fid,'%d(%d,%d)\n',distance(g),source(g),destination(g))
end
status = fclose(fid)
clear
t不应该是那样取值的,既然要求积分,t 是一个范围,而不是那样桥丛的。积分的格敏首樱式应该是这样的y=int(f,x1,x2)
f是所要积分的函数,芹薯x1,x2是积分的上下限。
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