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📄 uutgmd.h

📁 完全使用C++写的高效线性代数运算库!还提供了矩阵类。
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//      LAPACK++ (V. 1.1)//      (C) 1992-1996 All Rights Reserved.#ifndef _LA_UNIT_UPPER_TRIANG_MAT_DOUBLE_H_#define _LA_UNIT_UPPER_TRIANG_MAT_DOUBLE_H_#include "lafnames.h"#include LA_GEN_MAT_DOUBLE_H//#define UNIT_UPPER_INDEX_CHKclass LaUnitUpperTriangMatDouble{  LaGenMatDouble data_;  static double outofbounds_;  static int debug_;         // print debug info.   static int *info_;         // print matrix info only, not values                             //   originally 0, set to 1, and then                             //   reset to 0 after use.public:  // constructors  inline LaUnitUpperTriangMatDouble();  inline LaUnitUpperTriangMatDouble(int,int);  inline LaUnitUpperTriangMatDouble(double*,int,int);  inline LaUnitUpperTriangMatDouble(const LaUnitUpperTriangMatDouble &);  // operators  inline LaUnitUpperTriangMatDouble& ref(LaUnitUpperTriangMatDouble &);  inline LaUnitUpperTriangMatDouble& ref(LaGenMatDouble &);  LaUnitUpperTriangMatDouble& copy(LaUnitUpperTriangMatDouble &);        LaUnitUpperTriangMatDouble& operator=(const double &);  inline LaUnitUpperTriangMatDouble& operator=(const LaUnitUpperTriangMatDouble &);  double& operator()(int,int);  double& operator()(int,int) const;  inline operator LaGenMatDouble();  inline int size(int) const;           // submatrix size  inline int inc(int d) const;          // explicit increment  inline int gdim(int d) const;         // global dimensions  inline double* addr() const {        // return address of matrix.        return data_.addr();}  inline int ref_count() const {        // return ref_count of matrix.        return data_.ref_count();}  inline LaIndex index(int d) const {     // return indices of matrix.        return data_.index(d);}  inline int shallow() const {      // return indices of matrix.        return data_.shallow();}  inline int debug() const {    // return debug flag.        return debug_;}  inline int debug(int d) { // set debug flag.        return debug_ = d;}  inline LaUnitUpperTriangMatDouble& resize(const LaUnitUpperTriangMatDouble&);  inline const LaUnitUpperTriangMatDouble& info() const {        int *t = info_;        *t = 1;        return *this;};  friend ostream &operator<<(ostream &, const LaUnitUpperTriangMatDouble &);  // destructor  inline ~LaUnitUpperTriangMatDouble();};  // constructor functionsinline LaUnitUpperTriangMatDouble::LaUnitUpperTriangMatDouble() : data_(){    *info_ = 0;}inline LaUnitUpperTriangMatDouble::LaUnitUpperTriangMatDouble(int i,int j):    data_(i,j){    *info_ = 0;}inline LaUnitUpperTriangMatDouble::LaUnitUpperTriangMatDouble(double *d,int i,int j):data_(d,i,j){    *info_ = 0;}inline LaUnitUpperTriangMatDouble::LaUnitUpperTriangMatDouble(const LaUnitUpperTriangMatDouble &A){  data_.copy(A.data_);}    // operator functionsinline LaUnitUpperTriangMatDouble& LaUnitUpperTriangMatDouble::ref(LaUnitUpperTriangMatDouble &ob){  data_.ref(ob.data_);  return *this;}  inline LaUnitUpperTriangMatDouble& LaUnitUpperTriangMatDouble::ref(LaGenMatDouble &ob){  data_.ref(ob);  return *this;} inline LaUnitUpperTriangMatDouble& LaUnitUpperTriangMatDouble::resize(const LaUnitUpperTriangMatDouble &ob){  data_.resize(ob.data_);  return *this;}     inline LaUnitUpperTriangMatDouble& LaUnitUpperTriangMatDouble::operator=(const LaUnitUpperTriangMatDouble &U){    data_ = U.data_;    return *this;}  // destructor functioninline LaUnitUpperTriangMatDouble::~LaUnitUpperTriangMatDouble(){}inline int LaUnitUpperTriangMatDouble::size(int d) const{   return(data_.size(d));}inline int LaUnitUpperTriangMatDouble::inc(int d) const{   return(data_.inc(d));}inline int LaUnitUpperTriangMatDouble::gdim(int d) const{   return(data_.gdim(d));}// type conversions between LaGenMat and LaUnitUpTriMatinline LaUnitUpperTriangMatDouble::operator LaGenMatDouble(){  LaGenMatDouble G;  G.ref((*this).data_);  return G;}#endif // _LA_UNIT_UPPER_TRIANG_MAT_DOUBLE_H_

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