juce::dsp::FastMathApproximations Struct Reference

#include <juce_FastMathApproximations.h>

Static Public Member Functions
template<typename FloatType>
static FloatType	cosh (FloatType x) noexcept
template<typename FloatType>
static void	cosh (FloatType *values, size_t numValues) noexcept
template<typename FloatType>
static FloatType	sinh (FloatType x) noexcept
template<typename FloatType>
static void	sinh (FloatType *values, size_t numValues) noexcept
template<typename FloatType>
static FloatType	tanh (FloatType x) noexcept
template<typename FloatType>
static void	tanh (FloatType *values, size_t numValues) noexcept
template<typename FloatType>
static FloatType	cos (FloatType x) noexcept
template<typename FloatType>
static void	cos (FloatType *values, size_t numValues) noexcept
template<typename FloatType>
static FloatType	sin (FloatType x) noexcept
template<typename FloatType>
static void	sin (FloatType *values, size_t numValues) noexcept
template<typename FloatType>
static FloatType	tan (FloatType x) noexcept
template<typename FloatType>
static void	tan (FloatType *values, size_t numValues) noexcept
template<typename FloatType>
static FloatType	exp (FloatType x) noexcept
template<typename FloatType>
static void	exp (FloatType *values, size_t numValues) noexcept
template<typename FloatType>
static FloatType	logNPlusOne (FloatType x) noexcept
template<typename FloatType>
static void	logNPlusOne (FloatType *values, size_t numValues) noexcept

Detailed Description

This class contains various fast mathematical function approximations.

@tags{DSP}

Member Function Documentation

cos() [1/2]

template<typename FloatType>

void juce::dsp::FastMathApproximations::cos ( FloatType * values, size_t numValues )

inlinestaticnoexcept

Provides a fast approximation of the function cos(x) using a Pade approximant continued fraction, calculated on a whole buffer.

Note: This is an approximation which works on a limited range. You are advised to use input values only between -pi and +pi for limiting the error.

cos() [2/2]

template<typename FloatType>

FloatType juce::dsp::FastMathApproximations::cos ( FloatType x )

inlinestaticnoexcept

Provides a fast approximation of the function cos(x) using a Pade approximant continued fraction, calculated sample by sample.

Note: This is an approximation which works on a limited range. You are advised to use input values only between -pi and +pi for limiting the error.

cosh() [1/2]

template<typename FloatType>

void juce::dsp::FastMathApproximations::cosh ( FloatType * values, size_t numValues )

inlinestaticnoexcept

Provides a fast approximation of the function cosh(x) using a Pade approximant continued fraction, calculated on a whole buffer.

Note: This is an approximation which works on a limited range. You are advised to use input values only between -5 and +5 for limiting the error.

cosh() [2/2]

template<typename FloatType>

FloatType juce::dsp::FastMathApproximations::cosh ( FloatType x )

inlinestaticnoexcept

Provides a fast approximation of the function cosh(x) using a Pade approximant continued fraction, calculated sample by sample.

Note: This is an approximation which works on a limited range. You are advised to use input values only between -5 and +5 for limiting the error.

exp() [1/2]

template<typename FloatType>

void juce::dsp::FastMathApproximations::exp ( FloatType * values, size_t numValues )

inlinestaticnoexcept

Provides a fast approximation of the function exp(x) using a Pade approximant continued fraction, calculated on a whole buffer.

Note: This is an approximation which works on a limited range. You are advised to use input values only between -6 and +4 for limiting the error.

exp() [2/2]

template<typename FloatType>

FloatType juce::dsp::FastMathApproximations::exp ( FloatType x )

inlinestaticnoexcept

Provides a fast approximation of the function exp(x) using a Pade approximant continued fraction, calculated sample by sample.

Note: This is an approximation which works on a limited range. You are advised to use input values only between -6 and +4 for limiting the error.

logNPlusOne() [1/2]

template<typename FloatType>

void juce::dsp::FastMathApproximations::logNPlusOne ( FloatType * values, size_t numValues )

inlinestaticnoexcept

Provides a fast approximation of the function log(x+1) using a Pade approximant continued fraction, calculated on a whole buffer.

Note: This is an approximation which works on a limited range. You are advised to use input values only between -0.8 and +5 for limiting the error.

logNPlusOne() [2/2]

template<typename FloatType>

FloatType juce::dsp::FastMathApproximations::logNPlusOne ( FloatType x )

inlinestaticnoexcept

Provides a fast approximation of the function log(x+1) using a Pade approximant continued fraction, calculated sample by sample.

Note: This is an approximation which works on a limited range. You are advised to use input values only between -0.8 and +5 for limiting the error.

sin() [1/2]

template<typename FloatType>

void juce::dsp::FastMathApproximations::sin ( FloatType * values, size_t numValues )

inlinestaticnoexcept

Provides a fast approximation of the function sin(x) using a Pade approximant continued fraction, calculated on a whole buffer.

Note: This is an approximation which works on a limited range. You are advised to use input values only between -pi and +pi for limiting the error.

sin() [2/2]

template<typename FloatType>

FloatType juce::dsp::FastMathApproximations::sin ( FloatType x )

inlinestaticnoexcept

Provides a fast approximation of the function sin(x) using a Pade approximant continued fraction, calculated sample by sample.

Note: This is an approximation which works on a limited range. You are advised to use input values only between -pi and +pi for limiting the error.

sinh() [1/2]

template<typename FloatType>

void juce::dsp::FastMathApproximations::sinh ( FloatType * values, size_t numValues )

inlinestaticnoexcept

Provides a fast approximation of the function sinh(x) using a Pade approximant continued fraction, calculated on a whole buffer.

Note: This is an approximation which works on a limited range. You are advised to use input values only between -5 and +5 for limiting the error.

sinh() [2/2]

template<typename FloatType>

FloatType juce::dsp::FastMathApproximations::sinh ( FloatType x )

inlinestaticnoexcept

Provides a fast approximation of the function sinh(x) using a Pade approximant continued fraction, calculated sample by sample.

Note: This is an approximation which works on a limited range. You are advised to use input values only between -5 and +5 for limiting the error.

tan() [1/2]

template<typename FloatType>

void juce::dsp::FastMathApproximations::tan ( FloatType * values, size_t numValues )

inlinestaticnoexcept

Provides a fast approximation of the function tan(x) using a Pade approximant continued fraction, calculated on a whole buffer.

Note: This is an approximation which works on a limited range. You are advised to use input values only between -pi/2 and +pi/2 for limiting the error.

tan() [2/2]

template<typename FloatType>

FloatType juce::dsp::FastMathApproximations::tan ( FloatType x )

inlinestaticnoexcept

Provides a fast approximation of the function tan(x) using a Pade approximant continued fraction, calculated sample by sample.

Note: This is an approximation which works on a limited range. You are advised to use input values only between -pi/2 and +pi/2 for limiting the error.

tanh() [1/2]

template<typename FloatType>

void juce::dsp::FastMathApproximations::tanh ( FloatType * values, size_t numValues )

inlinestaticnoexcept

Provides a fast approximation of the function tanh(x) using a Pade approximant continued fraction, calculated on a whole buffer.

Note: This is an approximation which works on a limited range. You are advised to use input values only between -5 and +5 for limiting the error.

tanh() [2/2]

template<typename FloatType>

FloatType juce::dsp::FastMathApproximations::tanh ( FloatType x )

inlinestaticnoexcept

Provides a fast approximation of the function tanh(x) using a Pade approximant continued fraction, calculated sample by sample.

Note: This is an approximation which works on a limited range. You are advised to use input values only between -5 and +5 for limiting the error.

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The documentation for this struct was generated from the following file:

• /home/runner/work/lmms-fork/lmms-fork/plugins/CarlaBase/carla/source/modules/juce_dsp/maths/juce_FastMathApproximations.h