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> ***annotations** a : (REQUIRED) Path to annotations txt file [example - /data/annotations.txt]
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> ***config** c : (REQUIRED) Path to configuration xml file containing parameters for training.[ example - /data/config.xml]
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> ***height** h : (OPTIONAL) The height which you want all images to get to scale the annotations. Large images are slow to process [default = 460]
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> ***face_cascade** f (REQUIRED) Path to the face cascade xml file which you want to use as a detector.
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###Description of training parameters
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## Description of training parameters
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The configuration file described above which is used while training contains the training parameters which are required for training.
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To get more detailed description about the training parameters you can refer to the [Research paper](https://pdfs.semanticscholar.org/d78b/6a5b0dcaa81b1faea5fb0000045a62513567.pdf).
Copy file name to clipboardExpand all lines: modules/fuzzy/include/opencv2/fuzzy.hpp
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Namespace for all functions is `ft`. The module brings implementation of the last image processing algorithms based on fuzzy mathematics. Method are named based on the pattern `FT`_degree_dimension`_`method.
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@{
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@{
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@defgroup f0_math Math with F0-transform support
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Fuzzy transform (\f$F^0\f$-transform) of the 0th degree transforms whole image to a matrix of its components. These components are used in latter computation where each of them represents average color of certain subarea.
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Fuzzy transform (\f$F^0\f$-transform) of the 0th degree transforms whole image to a matrix of its components. These components are used in latter computation where each of them represents average color of certain subarea.
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@defgroup f1_math Math with F1-transform support
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Fuzzy transform (\f$F^1\f$-transform) of the 1th degree transforms whole image to a matrix of its components. Each component is polynomial of the 1th degree carrying information about average color and average gradient of certain subarea.
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Fuzzy transform (\f$F^1\f$-transform) of the 1th degree transforms whole image to a matrix of its components. Each component is polynomial of the 1th degree carrying information about average color and average gradient of certain subarea.
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@defgroup f_image Fuzzy image processing
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Image proceesing based on fuzzy mathematics namely F-transform.
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@}
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Image proceesing based on fuzzy mathematics namely F-transform.
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