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tdf#157794 refactor Complex to use std::complex where possible

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Change-Id: Ie583399977caf266e3cc0a3cb78462be4cd63151
Reviewed-on: https://gerrit.libreoffice.org/c/core/+/160394
Tested-by: Jenkins
Reviewed-by: Eike Rathke <erack@redhat.com>
This commit is contained in:
dtm 2023-12-06 14:31:55 +00:00 committed by Eike Rathke
parent 0a7b9ba8a4
commit 418a55e0dc
5 changed files with 8355 additions and 9024 deletions
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5850
sc/qa/unit/data/functions/addin/fods/imcsch.fods
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5430
sc/qa/unit/data/functions/addin/fods/impower.fods
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5782
sc/qa/unit/data/functions/addin/fods/imsech.fods
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270
scaddins/source/analysis/analysishelper.cxx
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@ -27,6 +27,7 @@
#include <rtl/math.hxx>
#include <algorithm>
#include <cmath>
#include <complex>
#include <memory>
#include "analysisdefs.hxx"
@ -1591,9 +1592,8 @@ bool Complex::ParseString( const OUString& rStr, Complex& rCompl )
if( IsImagUnit( *pStr ) && rStr.getLength() == 1)
{
rCompl.r = 0.0;
rCompl.i = 1.0;
rCompl.c = *pStr;
rCompl.num = std::complex(0.0, 1.0);
return true;
}
@ -1613,8 +1613,7 @@ bool Complex::ParseString( const OUString& rStr, Complex& rCompl )
rCompl.c = pStr[ 1 ];
if( pStr[ 2 ] == 0 )
{
rCompl.r = f;
rCompl.i = ( *pStr == '+' )? 1.0 : -1.0;
rCompl.num = std::complex(f, ( *pStr == '+' )? 1.0 : -1.0);
return true;
}
}
@ -1624,8 +1623,7 @@ bool Complex::ParseString( const OUString& rStr, Complex& rCompl )
pStr++;
if( *pStr == 0 )
{
rCompl.r = r;
rCompl.i = f;
rCompl.num = std::complex(r, f);
return true;
}
}
@ -1637,43 +1635,40 @@ bool Complex::ParseString( const OUString& rStr, Complex& rCompl )
pStr++;
if( *pStr == 0 )
{
rCompl.i = f;
rCompl.r = 0.0;
rCompl.num = std::complex(0.0, f);
return true;
}
break;
case 0: // only real-part
rCompl.r = f;
rCompl.i = 0.0;
rCompl.num = std::complex(f, 0.0);
return true;
}
return false;
}
OUString Complex::GetString() const
{
finiteOrThrow(r);
finiteOrThrow(i);
finiteOrThrow(num.real());
finiteOrThrow(num.imag());
OUStringBuffer aRet;
bool bHasImag = i != 0.0;
bool bHasReal = !bHasImag || (r != 0.0);
bool bHasImag = num.imag() != 0.0;
bool bHasReal = !bHasImag || (num.real() != 0.0);
if( bHasReal )
aRet.append(::GetString( r, false ));
aRet.append(::GetString( num.real(), false ));
if( bHasImag )
{
if( i == 1.0 )
if( num.imag() == 1.0 )
{
if( bHasReal )
aRet.append('+');
}
else if( i == -1.0 )
else if( num.imag() == -1.0 )
aRet.append('-');
else
aRet.append(::GetString( i, bHasReal ));
aRet.append(::GetString( num.imag(), bHasReal ));
aRet.append((c != 'j') ? 'i' : 'j');
}
@ -1683,139 +1678,65 @@ OUString Complex::GetString() const
double Complex::Arg() const
{
if( r == 0.0 && i == 0.0 )
// Note: there are differing opinions on whether arg(0) should be 0 or undefined, we are treating it as undefined
if( num.real() == 0.0 && num.imag() == 0.0 )
throw lang::IllegalArgumentException();
double phi = acos( r / Abs() );
if( i < 0.0 )
phi = -phi;
return phi;
return std::arg(num);
}
void Complex::Power( double fPower )
{
if( r == 0.0 && i == 0.0 )
{
if( fPower <= 0 )
if( num.real() == 0.0 && num.imag() == 0.0 && fPower <= 0 )
throw lang::IllegalArgumentException();
r = i = 0.0;
return;
}
double p, phi;
p = Abs();
phi = acos( r / p );
if( i < 0.0 )
phi = -phi;
p = pow( p, fPower );
phi *= fPower;
r = cos( phi ) * p;
i = sin( phi ) * p;
num = std::pow(num, fPower);
}
void Complex::Sqrt()
{
static const double fMultConst = M_SQRT1_2;
double p = Abs();
double i_ = sqrt( p - r ) * fMultConst;
r = sqrt( p + r ) * fMultConst;
i = ( i < 0.0 )? -i_ : i_;
num = std::sqrt(num);
}
void Complex::Sin()
{
if( !::rtl::math::isValidArcArg( r ) )
if( !::rtl::math::isValidArcArg( num.real() ) )
throw lang::IllegalArgumentException();
if( i )
{
double r_;
r_ = sin( r ) * cosh( i );
i = cos( r ) * sinh( i );
r = r_;
}
else
r = sin( r );
num = std::sin(num);
}
void Complex::Cos()
{
if( !::rtl::math::isValidArcArg( r ) )
if( !::rtl::math::isValidArcArg( num.real() ) )
throw lang::IllegalArgumentException();
if( i )
{
double r_;
r_ = cos( r ) * cosh( i );
i = -( sin( r ) * sinh( i ) );
r = r_;
}
else
r = cos( r );
num = std::cos(num);
}
void Complex::Div( const Complex& z )
{
if( z.r == 0 && z.i == 0 )
if( z.num.real() == 0 && z.num.imag() == 0 )
throw lang::IllegalArgumentException();
double a1 = r;
double a2 = z.r;
double b1 = i;
double b2 = z.i;
double f = 1.0 / ( a2 * a2 + b2 * b2 );
r = ( a1 * a2 + b1 * b2 ) * f;
i = ( a2 * b1 - a1 * b2 ) * f;
if( !c ) c = z.c;
num = num / z.num;
}
void Complex::Exp()
{
double fE = exp( r );
r = fE * cos( i );
i = fE * sin( i );
num = std::exp(num);
}
void Complex::Ln()
{
if( r == 0.0 && i == 0.0 )
throw lang::IllegalArgumentException();
double fAbs = Abs();
bool bNegi = i < 0.0;
i = acos( r / fAbs );
if( bNegi )
i = -i;
r = log( fAbs );
num = std::log(num);
}
void Complex::Log10()
{
Ln();
Mult( M_LOG10E );
num = std::log10(num);
}
@ -1828,157 +1749,64 @@ void Complex::Log2()
void Complex::Tan()
{
if ( i )
{
if( !::rtl::math::isValidArcArg( 2.0 * r ) )
// using 2.0 * num.real/imag as a precaution because a) this is what our previous implementation did and
// b) the std::complex implementation may use cos(2x) etc, see the comment in isValidArcArg for details
if ( ( num.imag() && !::rtl::math::isValidArcArg( 2.0 * num.real() ) )
|| ( !num.imag() && !::rtl::math::isValidArcArg( num.real() ) ) )
throw lang::IllegalArgumentException();
double fScale =1.0 / ( cos( 2.0 * r ) + cosh( 2.0 * i ));
r = sin( 2.0 * r ) * fScale;
i = sinh( 2.0 * i ) * fScale;
}
else
{
if( !::rtl::math::isValidArcArg( r ) )
throw lang::IllegalArgumentException();
r = tan( r );
}
num = std::tan(num);
}
void Complex::Sec()
{
if( i )
{
if( !::rtl::math::isValidArcArg( 2 * r ) )
throw lang::IllegalArgumentException();
double fScale = 1.0 / (cosh( 2.0 * i) + cos ( 2.0 * r));
double r_;
r_ = 2.0 * cos( r ) * cosh( i ) * fScale;
i = 2.0 * sin( r ) * sinh( i ) * fScale;
r = r_;
}
else
{
if( !::rtl::math::isValidArcArg( r ) )
throw lang::IllegalArgumentException();
r = 1.0 / cos( r );
}
Cos();
num = 1.0 / num;
}
void Complex::Csc()
{
if( i )
{
if( !::rtl::math::isValidArcArg( 2 * r ) )
throw lang::IllegalArgumentException();
double fScale = 1.0 / (cosh( 2.0 * i) - cos ( 2.0 * r));
double r_;
r_ = 2.0 * sin( r ) * cosh( i ) * fScale;
i = -2.0 * cos( r ) * sinh( i ) * fScale;
r = r_;
}
else
{
if( !::rtl::math::isValidArcArg( r ) )
throw lang::IllegalArgumentException();
r = 1.0 / sin( r );
}
Sin();
num = 1.0 / num;
}
void Complex::Cot()
{
if ( i )
{
if( !::rtl::math::isValidArcArg( 2.0 * r ) )
throw lang::IllegalArgumentException();
double fScale =1.0 / ( cosh( 2.0 * i ) - cos( 2.0 * r ) );
r = sin( 2.0 * r ) * fScale;
i = - ( sinh( 2.0 * i ) * fScale );
}
else
{
if( !::rtl::math::isValidArcArg( r ) )
throw lang::IllegalArgumentException();
r = 1.0 / tan( r );
}
Tan();
num = 1.0 / num;
}
void Complex::Sinh()
{
if( !::rtl::math::isValidArcArg( r ) )
if( !::rtl::math::isValidArcArg( num.imag() ) )
throw lang::IllegalArgumentException();
if( i )
{
double r_;
r_ = sinh( r ) * cos( i );
i = cosh( r ) * sin( i );
r = r_;
}
else
r = sinh( r );
num = std::sinh(num);
}
void Complex::Cosh()
{
if( !::rtl::math::isValidArcArg( r ) )
if( !::rtl::math::isValidArcArg( num.imag() ) )
throw lang::IllegalArgumentException();
if( i )
{
double r_;
r_ = cosh( r ) * cos( i );
i = sinh( r ) * sin( i );
r = r_;
}
else
r = cosh( r );
num = std::cosh(num);
}
void Complex::Sech()
{
if ( i )
{
if( !::rtl::math::isValidArcArg( 2.0 * r ) )
throw lang::IllegalArgumentException();
double fScale =1.0 / ( cosh( 2.0 * r ) + cos( 2.0 * i ));
double r_;
r_ = 2.0 * cosh( r ) * cos( i ) * fScale;
i = - (2.0 * sinh( r ) * sin( i ) * fScale );
r = r_ ;
}
else
{
if( !::rtl::math::isValidArcArg( r ) )
throw lang::IllegalArgumentException();
r = 1.0 / cosh( r );
}
Cosh();
num = 1.0 / num;
}
void Complex::Csch()
{
if ( i )
{
if( !::rtl::math::isValidArcArg( 2.0 * r ) )
throw lang::IllegalArgumentException();
double fScale =1.0 / ( cosh( 2.0 * r ) - cos( 2.0 * i ));
double r_;
r_ = 2.0 * sinh( r ) * cos( i ) * fScale;
i = - ( 2.0 * cosh( r ) * sin( i ) * fScale );
r = r_ ;
}
else
{
if( !::rtl::math::isValidArcArg( r ) )
throw lang::IllegalArgumentException();
r = 1.0 / sinh( r );
}
Sinh();
num = 1.0 / num;
}

31
scaddins/source/analysis/analysishelper.hxx
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@ -23,6 +23,7 @@
#include <unotools/resmgr.hxx>
#include <cmath>
#include <complex>
#include <memory>
#include <vector>
@ -380,8 +381,7 @@ public:
class Complex
{
double r;
double i;
std::complex<double> num;
sal_Unicode c;
public:
@ -629,66 +629,59 @@ inline FDCategory FuncData::GetCategory() const
inline Complex::Complex( double fReal, double fImag, sal_Unicode cC ) :
r( fReal ), i( fImag ), c( cC )
c( cC )
{
num = std::complex(fReal, fImag);
}
inline double Complex::Real() const
{
return r;
return num.real();
}
inline double Complex::Imag() const
{
return i;
return num.imag();
}
inline double Complex::Abs() const
{
return std::hypot(r, i);
return std::abs(num);
}
void Complex::Conjugate()
{
i = -i;
num = std::conj(num);
}
inline void Complex::Mult( double f )
{
i *= f;
r *= f;
num = num * f;
}
inline void Complex::Mult( const Complex& rM )
{
double r_ = r;
double i_ = i;
r = r_ * rM.r - i_ * rM.i;
i = r_ * rM.i + i_ * rM.r;
num = num * rM.num;
if( !c ) c = rM.c;
}
inline void Complex::Sub( const Complex& rC )
{
r -= rC.r;
i -= rC.i;
num = num - rC.num;
if( !c ) c = rC.c;
}
inline void Complex::Add( const Complex& rAdd )
{
r += rAdd.r;
i += rAdd.i;
num = num + rAdd.num;
if( !c ) c = rAdd.c;
}