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c=0;
for(a=0; a<row; a++)
{
if(a==i-1)
continue;
else
{
for(b=0; b<col; b++)
{
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렬구하기
{
int i,j;
MTYPE dtm=determinant(oriMat,size);
MTYPE *trMat=(MTYPE*) malloc (sizeof(MTYPE)*size*size);
MTYPE *cfMat=(MTYPE*)malloc(sizeof(MTYPE)*size*size);
CofactorMat(trMat,oriMat,size);
TransposeMat(cfMat,trMat,size);
for(i=0; i<size; i++)
{
for(j=0; j<size; j++)
inMat[i*size+j]=cf
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역행렬 -")
i = 0, k = 0
while j < n then
fprintf(ofp, "\n")
while k < n then
fprintf(ofp, "%5.2lf ",
fanal_value_ga[j][k])
k = k + 1
end while
j = j + 1
end while
DestructMtx(p, n)
DestructMtx(fanal_value_ga, n)
fclose(ifp)
fclose(ofp)
printf("성공적으로 계산되었습니다.
\n\noutfile.txt를 확인
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씨언어로 코딩한 역행렬 구하는 코드 입니다
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C[6][16];
double res[6][6]={0};
double E[6][6]={0};
void trans(double A[16][6],double B[6][16]); // 함수선언부분
void makeE(double E[6][6]);
void Eliment(double res[][6],double E[][6],int size);
void Makeone(double res[][6],double E[][6],int size);
void Cal(double res[][6],double E[][6],int size);
v
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메뉴펼치기
