void disassembler::Dq(const x86_insn *insn) { Dd(insn); }
bool invert(const Mat_<_Tp, chs>&src, Mat_<_Tp, chs>& dst, int method = DECOMP_LU)
{
FBC_Assert(src.data != NULL && dst.data != NULL);
FBC_Assert(src.cols > 0 && src.rows > 0 && dst.cols > 0 && dst.rows > 0);
FBC_Assert(typeid(double).name() == typeid(_Tp).name() || typeid(float).name() == typeid(_Tp).name());
FBC_Assert(src.cols == dst.rows && src.rows == dst.cols);
bool result = false;
size_t esz = sizeof(_Tp) * chs; // size_t esz = CV_ELEM_SIZE(type);
int m = src.rows, n = src.cols;
if (method == DECOMP_SVD) { // TODO
FBC_Assert(0);
}
FBC_Assert(m == n);
if (method == DECOMP_EIG) { // TODO
FBC_Assert(0);
}
FBC_Assert(method == DECOMP_LU || method == DECOMP_CHOLESKY);
if (n <= 3) {
const uchar* srcdata = src.ptr();
uchar* dstdata = const_cast<uchar*>(dst.ptr());
size_t srcstep = src.step;
size_t dststep = dst.step;
if (n == 2) { // TODO
FBC_Assert(0);
} else if (n == 3) {
if (typeid(float).name() == typeid(_Tp).name() && chs == 1) {
double d = det3(Sf);
if (d != 0.) {
double t[12];
result = true;
d = 1./d;
t[0] = (((double)Sf(1,1) * Sf(2,2) - (double)Sf(1,2) * Sf(2,1)) * d);
t[1] = (((double)Sf(0,2) * Sf(2,1) - (double)Sf(0,1) * Sf(2,2)) * d);
t[2] = (((double)Sf(0,1) * Sf(1,2) - (double)Sf(0,2) * Sf(1,1)) * d);
t[3] = (((double)Sf(1,2) * Sf(2,0) - (double)Sf(1,0) * Sf(2,2)) * d);
t[4] = (((double)Sf(0,0) * Sf(2,2) - (double)Sf(0,2) * Sf(2,0)) * d);
t[5] = (((double)Sf(0,2) * Sf(1,0) - (double)Sf(0,0) * Sf(1,2)) * d);
t[6] = (((double)Sf(1,0) * Sf(2,1) - (double)Sf(1,1) * Sf(2,0)) * d);
t[7] = (((double)Sf(0,1) * Sf(2,0) - (double)Sf(0,0) * Sf(2,1)) * d);
t[8] = (((double)Sf(0,0) * Sf(1,1) - (double)Sf(0,1) * Sf(1,0)) * d);
Df(0,0) = (float)t[0]; Df(0,1) = (float)t[1]; Df(0,2) = (float)t[2];
Df(1,0) = (float)t[3]; Df(1,1) = (float)t[4]; Df(1,2) = (float)t[5];
Df(2, 0) = (float)t[6]; Df(2, 1) = (float)t[7]; Df(2, 2) = (float)t[8];
}
} else {
double d = det3(Sd);
if (d != 0.) {
result = true;
d = 1. / d;
double t[9];
t[0] = (Sd(1, 1) * Sd(2, 2) - Sd(1, 2) * Sd(2, 1)) * d;
t[1] = (Sd(0, 2) * Sd(2, 1) - Sd(0, 1) * Sd(2, 2)) * d;
t[2] = (Sd(0, 1) * Sd(1, 2) - Sd(0, 2) * Sd(1, 1)) * d;
t[3] = (Sd(1, 2) * Sd(2, 0) - Sd(1, 0) * Sd(2, 2)) * d;
t[4] = (Sd(0, 0) * Sd(2, 2) - Sd(0, 2) * Sd(2, 0)) * d;
t[5] = (Sd(0, 2) * Sd(1, 0) - Sd(0, 0) * Sd(1, 2)) * d;
t[6] = (Sd(1, 0) * Sd(2, 1) - Sd(1, 1) * Sd(2, 0)) * d;
t[7] = (Sd(0, 1) * Sd(2, 0) - Sd(0, 0) * Sd(2, 1)) * d;
t[8] = (Sd(0, 0) * Sd(1, 1) - Sd(0, 1) * Sd(1, 0)) * d;
Dd(0, 0) = t[0]; Dd(0, 1) = t[1]; Dd(0, 2) = t[2];
Dd(1, 0) = t[3]; Dd(1, 1) = t[4]; Dd(1, 2) = t[5];
Dd(2, 0) = t[6]; Dd(2, 1) = t[7]; Dd(2, 2) = t[8];
}
}
} else {
assert(n == 1);
if (typeid(float).name() == typeid(_Tp).name() && chs == 1)
{
double d = Sf(0, 0);
if (d != 0.) {
result = true;
Df(0, 0) = (float)(1. / d);
}
} else {
double d = Sd(0, 0);
if (d != 0.) {
result = true;
Dd(0, 0) = 1. / d;
}
}
}
if (!result)
dst.setTo(Scalar(0));
return result;
}
FBC_Assert(0); // TODO
return result;
}