OpenCV453
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Adaptive logarithmic mapping is a fast global tonemapping algorithm that scales the image in logarithmic domain. [詳解]
#include <photo.hpp>
cv::Tonemapを継承しています。
公開メンバ関数 | |
virtual CV_WRAP float | getSaturation () const =0 |
virtual CV_WRAP void | setSaturation (float saturation)=0 |
virtual CV_WRAP float | getBias () const =0 |
virtual CV_WRAP void | setBias (float bias)=0 |
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virtual CV_WRAP void | process (InputArray src, OutputArray dst)=0 |
Tonemaps image [詳解] | |
virtual CV_WRAP float | getGamma () const =0 |
virtual CV_WRAP void | setGamma (float gamma)=0 |
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virtual CV_WRAP void | clear () |
Clears the algorithm state [詳解] | |
virtual void | write (FileStorage &fs) const |
Stores algorithm parameters in a file storage [詳解] | |
CV_WRAP void | write (const Ptr< FileStorage > &fs, const String &name=String()) const |
simplified API for language bindings これはオーバーロードされたメンバ関数です。利便性のために用意されています。元の関数との違いは引き数のみです。 | |
virtual CV_WRAP void | read (const FileNode &fn) |
Reads algorithm parameters from a file storage [詳解] | |
virtual CV_WRAP bool | empty () const |
Returns true if the Algorithm is empty (e.g. in the very beginning or after unsuccessful read [詳解] | |
virtual CV_WRAP void | save (const String &filename) const |
virtual CV_WRAP String | getDefaultName () const |
その他の継承メンバ | |
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template<typename _Tp > | |
static Ptr< _Tp > | read (const FileNode &fn) |
Reads algorithm from the file node [詳解] | |
template<typename _Tp > | |
static Ptr< _Tp > | load (const String &filename, const String &objname=String()) |
Loads algorithm from the file [詳解] | |
template<typename _Tp > | |
static Ptr< _Tp > | loadFromString (const String &strModel, const String &objname=String()) |
Loads algorithm from a String [詳解] | |
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void | writeFormat (FileStorage &fs) const |
Adaptive logarithmic mapping is a fast global tonemapping algorithm that scales the image in logarithmic domain.
Since it's a global operator the same function is applied to all the pixels, it is controlled by the bias parameter.
Optional saturation enhancement is possible as described in [FL02] .
For more information see [DM03] .