00001
00013 #ifndef CHMAT_H
00014 #define CHMAT_H
00015
00016
00017 #include "square_mat.h"
00018
00024 class chmat : public sqmat {
00025 protected:
00027 mat Ch;
00028 public:
00029
00030 void opupdt ( const vec &v, double w );
00031 mat to_mat() const;
00032 void mult_sym ( const mat &C );
00033 void mult_sym ( const mat &C , chmat &U ) const;
00034 void mult_sym_t ( const mat &C );
00035 void mult_sym_t ( const mat &C, chmat &U ) const;
00036 double logdet() const;
00037 vec sqrt_mult ( const vec &v ) const;
00038 double qform ( const vec &v ) const;
00039 double invqform ( const vec &v ) const;
00040 void clear();
00042 void add ( const chmat &A2, double w=1.0 ) {
00043 it_assert_debug(dim==A2.dim,"Matrices of unequal dimension");
00044 mat pre=concat_vertical(Ch,sqrt(w)*A2.Ch);
00045 mat post=zeros(pre.rows(),pre.cols());
00046 if(!qr(pre,post)) {it_warning("Unstable QR in chmat add");}
00047 Ch=post(0,dim-1,0,dim-1);
00048 };
00050 void inv ( chmat &Inv ) const { ( Inv.Ch ) = itpp::inv ( Ch ).T();};
00051 ;
00052
00053
00055 virtual ~chmat() {};
00057 chmat ( ) : sqmat (),Ch ( ) {};
00059 chmat ( const int dim0 ) : sqmat ( dim0 ),Ch ( dim0,dim0 ) {};
00061 chmat ( const vec &v) : sqmat ( v.length() ),Ch ( diag(sqrt(v)) ) {};
00063 chmat ( const chmat &Ch0) : sqmat ( Ch0.dim),Ch ( Ch0.dim,Ch0.dim ) {Ch=Ch0.Ch;};
00065 chmat ( const mat &M ) : sqmat ( M.rows() ),Ch ( M.rows(),M.cols() ) {
00066 mat Q;
00067 it_assert_debug ( M.rows() ==M.cols(),"chmat:: input matrix must be square!" );
00068 Ch=chol ( M );
00069 };
00071 chmat ( const chmat &M, const ivec &perm ):sqmat(M.rows()){it_error("not implemneted");};
00073 mat & _Ch() {return Ch;}
00075 const mat & _Ch() const {return Ch;}
00077 void setD ( const vec &nD ) {Ch=diag ( sqrt(nD) );}
00079 void setCh ( const vec &chQ ) {
00080 it_assert_debug(chQ.length()==dim*dim,"");
00081 copy_vector(dim*dim, chQ._data(), Ch._data());
00082 }
00084 void setD ( const vec &nD, int i ) {for ( int j=i;j<nD.length();j++ ) {Ch( j,j ) =sqrt(nD ( j-i ));}}
00085
00087 chmat& operator += ( const chmat &A2 );
00088 chmat& operator -= ( const chmat &A2 );
00089 chmat& operator * ( const double &d ){Ch*sqrt(d); return *this;};
00090 chmat& operator = ( const chmat &A2 ){Ch=A2.Ch;dim=A2.dim;return *this;}
00091 chmat& operator *= ( double x ){Ch*=sqrt(x); return *this;};
00092 };
00093
00094
00097 inline chmat& chmat::operator += ( const chmat &A2 ) {this->add ( A2 );return *this;}
00099 inline chmat& chmat::operator -= ( const chmat &A2 ) {this->add ( A2,-1.0 );return *this;}
00100
00101 #endif // CHMAT_H