Я чрезвычайно новичок в текстовом / C ++ программировании (2 дня опыта) и работаю над обновлением DLL, изначально созданной где-то в 1995 году. Я нашел после обновления программы и исправления некоторых базовых c ошибок. имея проблемы, упомянутые в названии.
В частности, 2 типа ошибок - оба происходят в файле. cpp:
Каждое значение "i" ниже строки "vector& vector::operator +=(vector& u)
" возвращает "явный тип отсутствует (предполагается, что 'int))"
Значения из одного символа, такие как "v" (в v.length
), "s "и" u "вызывают " отсутствует спецификатор типа - предполагается, что int "
Я нашел информацию о проблемах циклической зависимости, и она кажется очень похожей на проблемы, которые я вижу Однако, поскольку я такой новый, я не могу найти источник ошибки. Устранение ошибок сборки из-за циклической зависимости между классами
У меня есть 1 фрагмент кода и один заголовочный файл, показанный ниже.
Любая помощь будет полезна. Я всегда могу предоставить дополнительную информацию.
Спасибо,
Крис
Заголовочный файл в vector.h
#ifndef VECTOR_H
#define VECTOR_H
#include "complex.h"
class vector
{
private:
unsigned npts;
double_complex *array;
protected:
vector slice(int start, unsigned n, int step = 1);
public:
vector();
vector(unsigned n);
vector(unsigned n, double_complex& val);
vector(double_complex* dat, unsigned n);
vector(vector& v);
~vector();
int length() {return npts;}
double_complex* data() {return array;}
// Indexing:
double_complex& operator ()(int i);
// Assignment:
vector& operator =(vector& v);
vector& operator =(double_complex& c);
// Arithmetic operators:
vector& operator +=(vector& v);
vector& operator +=(double_complex& c);
vector& operator -=(vector& v);
vector& operator -=(double_complex& c);
vector& operator *=(vector& v);
vector& operator *=(double_complex& c);
vector& operator /=(vector& v);
vector& operator /=(double_complex& c);
// Friendly arithmetic operators:
friend inline vector operator +(vector& a);
friend vector operator -(vector& v);
friend vector operator +(vector& u, vector& v);
friend vector operator -(vector& u, vector& v);
friend vector operator *(vector& u, vector& v);
friend vector operator /(vector& u, vector& v);
friend vector operator +(vector& v, double_complex& c);
friend inline vector operator +(double_complex& a, vector& b);
friend vector operator -(vector& v, double_complex& c);
friend vector operator -(double_complex& c, vector& v);
friend vector operator *(vector& v, double_complex& c);
friend inline vector operator *(double_complex& a, vector& b);
friend vector operator /(vector& v, double_complex& c);
friend vector operator /(double_complex& c, vector& v);
// Math functions:
friend double_complex dot(vector& u, vector& v);
friend inline double_complex mean(vector& v);
friend double_complex prod(vector& v);
friend vector reverse(vector& v);
friend double_complex sum(vector& v);
};
// Inlines:
inline double_complex& vector::operator ()(int i) {return array[i];} // no bounds checking
inline vector operator +(vector& a) {return a;}
inline vector operator +(double_complex& a, vector& b) {return b + a;}
inline vector operator *(double_complex& a, vector& b) {return b * a;}
inline double_complex mean(vector& v) { return sum(v) / (double)v.length(); }
#endif
Код в векторе. cpp файл:
#include "vector.h"
inline void copy(register const double_complex* src, register double_complex* dst, register int n)
{
while (n--) *dst++ = *src++;
}
vector::vector()
{
npts = 0;
}
vector::vector(unsigned n)
{
npts = n;
array = (double_complex *) new char[sizeof(double_complex) * n];
}
vector::vector(unsigned n, double_complex& val)
{
register unsigned int i = npts = n;
array = (double_complex *) new char[sizeof(double_complex) * n];
register double_complex* tp = array;
while (i--) *tp++ = val;
}
vector::vector(double_complex* dat, unsigned n)
{
npts = n;
array = (double_complex *) new char[sizeof(double_complex) * n];
copy(dat, array, n);
}
vector::vector(vector& v)
{
npts = v.length();
array = (double_complex *) new char[sizeof(double_complex) * npts];
copy(v.data(), array, v.length());
}
vector::~vector()
{
delete array;
}
vector vector::slice(int start, unsigned n, int step)
{
vector temp(n);
register int i = n;
register double_complex* tp = temp.data();
register double_complex* up = data() + start;
while(i--) { *tp++ = *up; up += step;}
return temp;
}
vector& vector::operator =(vector& a)
{
copy(a.data(), array, a.length());
npts = a.length();
return *this;
}
vector& vector::operator =(double_complex& d)
{
register unsigned n = length();
register double_complex* tp = data();
while (n--) *tp++ = d;
return *this;
}
vector& vector::operator +=(vector& u)
{
register i = u.length();
register double_complex* up = u.data();
register double_complex* tp = data();
while (i--) *tp++ += *up++;
return *this;
}
vector& vector::operator +=(double_complex& scalar)
{
register i = length();
register double_complex* tp = data();
while (i--) *tp++ += scalar;
return *this;
}
vector& vector::operator -=(vector& u)
{
register i = u.length();
register double_complex* up = u.data();
register double_complex* tp = data();
while (i--) *tp++ -= *up++;
return *this;
}
vector& vector::operator -=(double_complex& scalar)
{
register i = length();
register double_complex* tp = data();
while (i--) *tp++ -= scalar;
return *this;
}
vector& vector::operator *=(vector& u)
{
register i = u.length();
register double_complex* up = u.data();
register double_complex* tp = data();
while (i--) *tp++ *= *up++;
return *this;
}
vector& vector::operator *=(double_complex& scalar)
{
register i = length();
register double_complex* tp = data();
while (i--) *tp++ *= scalar;
return *this;
}
vector& vector::operator /=(vector& u)
{
register i = u.length();
register double_complex* up = u.data();
register double_complex* tp = data();
while (i--) *tp++ /= *up++;
return *this;
}
vector& vector::operator /=(double_complex& scalar)
{
register i = length();
register double_complex* tp = data();
while (i--) *tp++ /= scalar;
return *this;
}
vector operator -(vector& s)
{
register i = s.length();
vector temp(i);
register double_complex* sp = s.data();
register double_complex* dp = temp.data();
while (i--) *dp++ = -(*sp++);
return temp;
}
vector operator +(vector& u, vector& v)
{
register i = v.length();
vector temp(i);
register double_complex* up = u.data();
register double_complex* vp = v.data();
register double_complex* dp = temp.data();
while (i--) *dp++ = *up++ + *vp++;
return temp;
}
vector operator -(vector& u, vector& v)
{
register i = v.length();
vector temp(i);
register double_complex* up = u.data();
register double_complex* vp = v.data();
register double_complex* dp = temp.data();
while (i--) *dp++ = *up++ - *vp++;
return temp;
}
vector operator *(vector& u, vector& v)
{
register i = v.length();
vector temp(i);
register double_complex* up = u.data();
register double_complex* vp = v.data();
register double_complex* dp = temp.data();
while (i--) *dp++ = *up++ * *vp++;
return temp;
}
vector operator /(vector& u, vector& v)
{
register i = v.length();
vector temp(i);
register double_complex* up = u.data();
register double_complex* vp = v.data();
register double_complex* dp = temp.data();
while (i--) *dp++ = *up++ / *vp++;
return temp;
}
vector operator +(vector& s, double_complex& scalar)
{
register i = s.length();
vector temp(i);
register double_complex* sp = s.data();
register double_complex* dp = temp.data();
while (i--) *dp++ = *sp++ + scalar;
return temp;
}
vector operator -(vector& s, double_complex& scalar)
{
register i = s.length();
vector temp(i);
register double_complex* sp = s.data();
register double_complex* dp = temp.data();
while (i--) *dp++ = *sp++ - scalar;
return temp;
}
vector operator -(double_complex& scalar, vector& s)
{
register i = s.length();
vector temp(i);
register double_complex* sp = s.data();
register double_complex* dp = temp.data();
while (i--) *dp++ = scalar - *sp++;
return temp;
}
vector operator *(vector& s, double_complex& scalar)
{
register i = s.length();
vector temp(i);
register double_complex* sp = s.data();
register double_complex* dp = temp.data();
while (i--) *dp++ = *sp++ * scalar;
return temp;
}
vector operator /(vector& s, double_complex& scalar)
{
register i = s.length();
vector temp(i);
register double_complex* sp = s.data();
register double_complex* dp = temp.data();
while (i--) *dp++ = *sp++ / scalar;
return temp;
}
vector operator /(double_complex& scalar, vector& s)
{
register i = s.length();
vector temp(i);
register double_complex* sp = s.data();
register double_complex* dp = temp.data();
while (i--) *dp++ = scalar / *sp++;
return temp;
}
double_complex dot(vector& u, vector& v)
{
register i = v.length();
double_complex t(0,0);
register double_complex* up = u.data();
register double_complex* vp = v.data();
while (i--) t += *up++ * *vp++;
return t;
}
double_complex prod(vector& s)
{
register i = s.length();
register double_complex* sp = s.data();
double_complex t(1,0);
while (i--) t *= *sp++;
return t;
}
vector reverse(vector& s)
{
register i = s.length();
vector temp(i);
register double_complex* sp = s.data();
register double_complex* dp = &temp(i-1);
while (i--) *(dp--) = *sp++;
return temp;
}
double_complex sum(vector& s)
{
register i = s.length();
register double_complex* sp = s.data();
double_complex t(0,0);
while (i--) t += *sp++;
return t;
}