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+%global _empty_manifest_terminate_build 0
+Name:		python-light-famd
+Version:	0.0.3
+Release:	1
+Summary:	Light Factor Analysis of Mixed Data
+License:	BSD License
+URL:		https://github.com/Cauchemare/Light_FAMD
+Source0:	https://mirrors.nju.edu.cn/pypi/web/packages/9e/f0/60e56c2e3c00e33cfeab5d54dfdb917fa960fd8d178fb57be1320af7010b/light_famd-0.0.3.tar.gz
+BuildArch:	noarch
+
+Requires:	python3-scikit-learn
+Requires:	python3-scipy
+Requires:	python3-pandas
+Requires:	python3-numpy
+
+%description
+
+# Light_FAMD
+
+`Light_FAMD` is a library for prcessing [factor analysis of mixed data](https://www.wikiwand.com/en/Factor_analysis). This includes a variety of methods including [principal component analysis (PCA)](https://www.wikiwand.com/en/Principal_component_analysis) and [multiply correspondence analysis (MCA)](https://www.researchgate.net/publication/239542271_Multiple_Correspondence_Analysis). The goal is to provide an efficient and light implementation for each algorithm along with a scikit-learn API.
+
+## Table of contents
+
+- [Usage](##Usage)
+  - [Guidelines](###Guidelines)
+  - [Principal component analysis (PCA)](#principal-component-analysis-pca)
+  - [Correspondence analysis (CA)](#correspondence-analysis-ca)
+  - [Multiple correspondence analysis (MCA)](#multiple-correspondence-analysis-mca)
+  - [Multiple factor analysis (MFA)](#multiple-factor-analysis-mfa)
+  - [Factor analysis of mixed data (FAMD)](#factor-analysis-of-mixed-data-famd)
+- [Going faster](#going-faster)
+
+
+
+
+`Light_FAMD` doesn't have any extra dependencies apart from the usual suspects (`sklearn`, `pandas`, `numpy`) which are included with Anaconda.
+
+
+
+### Guidelines
+
+Each base estimator(CA,PCA) provided by `Light_FAMD` extends scikit-learn's `(TransformerMixin,BaseEstimator)`.which means we could use directly `fit_transform`,and `(set_params,get_params)` methods.
+
+Under the hood `Light_FAMD` uses a [randomised version of SVD](https://scikit-learn.org/dev/modules/generated/sklearn.utils.extmath.randomized_svd.html). This algorithm finds a (usually very good) approximate truncated singular value decomposition using randomization to speed up the computations. It is particularly fast on large matrices on which you wish to extract only a small number of components. In order to obtain further speed up, n_iter can be set <=2 (at the cost of loss of precision). However if you want reproducible results then you should set the `random_state` parameter.
+
+The randomised version of SVD is an iterative method. Because each of light_famd's algorithms use SVD, they all possess a `n_iter` parameter which controls the number of iterations used for computing the SVD. On the one hand the higher `n_iter` is the more precise the results will be. On the other hand increasing `n_iter` increases the computation time. In general the algorithm converges very quickly so using a low `n_iter` (which is the default behaviour) is recommended.
+
+In this package,inheritance relationship as shown  below(A->B:A is superclass of B):
+
+- PCA -> MFA -> FAMD
+- CA ->MCA
+
+You are supposed to use each method depending on your situation:
+
+- All your variables are numeric: use principal component analysis (`PCA`)
+- You have a contingency table: use correspondence analysis (`CA`)
+- You have more than 2 variables and they are all categorical: use multiple correspondence analysis (`MCA`)
+- You have groups of categorical **or** numerical variables: use multiple factor analysis (`MFA`)
+- You have both categorical and numerical variables: use factor analysis of mixed data (`FAMD`)
+
+The next subsections give an overview of each method along with usage information. The following papers give a good overview of the field of factor analysis if you want to go deeper:
+
+- [A Tutorial on Principal Component Analysis](https://arxiv.org/pdf/1404.1100.pdf)
+- [Theory of Correspondence Analysis](http://statmath.wu.ac.at/courses/CAandRelMeth/caipA.pdf)
+- [Finding structure with randomness: Probabilistic algorithms for constructing approximate matrix decompositions](https://arxiv.org/pdf/0909.4061.pdf)
+- [Computation of Multiple Correspondence Analysis, with code in R](https://core.ac.uk/download/pdf/6591520.pdf)
+- [Singular Value Decomposition Tutorial](https://davetang.org/file/Singular_Value_Decomposition_Tutorial.pdf)
+- [Multiple Factor Analysis](https://www.utdallas.edu/~herve/Abdi-MFA2007-pretty.pdf)
+
+Notice that `Light_FAMD` does't support the sparse input,see [Truncated_FAMD](https://github.com/Cauchemare/Truncated_FAMD) for an alternative of sparse and big data.
+
+
+###	Principal-Component-Analysis: PCA
+
+**PCA**(rescale_with_mean=True, rescale_with_std=True, n_components=2, n_iter=3,
+                 copy=True, check_input=True, random_state=None, engine='auto'):
+
+**Args:**
+- `rescale_with_mean` (bool): Whether to substract each column's mean or not.
+- `rescale_with_std` (bool): Whether to divide each column by it's standard deviation or not.
+- `n_components` (int): The number of principal components to compute.
+- `n_iter` (int): The number of iterations used for computing the SVD.
+- `copy` (bool): Whether to perform the computations inplace or not.
+- `check_input` (bool): Whether to check the consistency of the inputs or not.
+- `engine`(string):"auto":randomized_svd,"fbpca":Facebook's randomized SVD implementation
+- `random_state`(int, RandomState instance or None, optional (default=None):The seed of the -pseudo random number generator to use when shuffling the data. If int, random_state is the seed used by the random number generator; If RandomState instance, random_state is the random number generator; If None, the random number generator is the RandomState instance used by np.random.
+Return ndarray (M,k),M:Number of samples,K:Number of components.
+
+**Examples:**
+```
+>>>import numpy as np
+>>> np.random.seed(42)  # This is for doctests reproducibility
+
+>>>from light_famd  import PCA
+>>>X = pd.DataFrame(np.random.randint(0,10,size=(10,3)),columns=list('ABC'))
+>>>pca = PCA(n_components=2)
+>>>pca.fit(X)
+PCA(check_input=True, copy=True, engine='auto', n_components=2, n_iter=3,
+  random_state=None, rescale_with_mean=True, rescale_with_std=True)
+
+>>>print(pca.explained_variance_)
+[20.20385109  8.48246239]
+
+>>>print(pca.explained_variance_ratio_)
+[0.6734617029875277, 0.28274874633810754]
+>>>print(pca.column_correlation(X))  # pearson correlation between component and  original column,while p-value >=0.05 this similarity is `Nan`.
+          0        1
+A -0.953482      NaN
+B  0.907314      NaN
+C       NaN  0.84211
+
+>>>print(pca.transform(X))
+[[-0.82262005  0.11730656]
+ [ 0.05359079  1.62298683]
+ [ 1.03052849  0.79973099]
+ [-0.24313366  0.25651395]
+ [-0.94630387 -1.04943025]
+ [-0.70591749 -0.01282583]
+ [-0.39948373 -1.52612436]
+ [ 2.70164194  0.38048482]
+ [-2.49373351  0.53655273]
+ [ 1.8254311  -1.12519545]]
+>>>print(pca.fit_transform(X))
+[[-0.82262005  0.11730656]
+ [ 0.05359079  1.62298683]
+ [ 1.03052849  0.79973099]
+ [-0.24313366  0.25651395]
+ [-0.94630387 -1.04943025]
+ [-0.70591749 -0.01282583]
+ [-0.39948373 -1.52612436]
+ [ 2.70164194  0.38048482]
+ [-2.49373351  0.53655273]
+ [ 1.8254311  -1.12519545]]
+
+```
+###	Correspondence-Analysis: CA
+
+**CA**(n_components=2, n_iter=10, copy=True, check_input=True, random_state=None,
+                 engine='auto'):
+
+**Args:**
+- `n_components` (int): The number of principal components to compute.
+- `copy` (bool): Whether to perform the computations inplace or not.
+- `check_input` (bool): Whether to check the consistency of the inputs or not.
+- `engine`(string):"auto":randomized_svd,"fbpca":Facebook's randomized SVD implementation
+- `random_state`(int, RandomState instance or None, optional (default=None):The seed of the -pseudo random number generator to use when shuffling the data. If int, random_state is the seed used by the random number generator; If RandomState instance, random_state is the random number generator; If None, the random number generator is the RandomState instance used by np.random.
+
+Return ndarray (M,k),M:Number of samples,K:Number of components.
+
+**Examples:**
+```
+>>>import numpy as np
+>>>from light_famd import CA
+>>>X  = pd.DataFrame(data=np.random.randint(0,100,size=(10,4)),columns=list('ABCD'))
+>>>ca=CA(n_components=2,n_iter=2)
+>>>ca.fit(X)
+CA(check_input=True, copy=True, engine='auto', n_components=2, n_iter=2,
+  random_state=None)
+
+>>> print(ca.explained_variance_)
+[0.16892141 0.0746376 ]
+
+>>>print(ca.explained_variance_ratio_)
+[0.5650580210934917, 0.2496697790527281]
+
+>>>print(ca.transform(X))
+[[ 0.23150854 -0.39167802]
+ [ 0.36006095  0.00301414]
+ [-0.48192602 -0.13002647]
+ [-0.06333533 -0.21475652]
+ [-0.16438708 -0.10418312]
+ [-0.38129126 -0.16515196]
+ [ 0.2721296   0.46923757]
+ [ 0.82953753  0.20638333]
+ [-0.500007    0.36897935]
+ [ 0.57932474 -0.1023383 ]]
+
+>>>print(ca.fit_transform(X))
+[[ 0.23150854 -0.39167802]
+ [ 0.36006095  0.00301414]
+ [-0.48192602 -0.13002647]
+ [-0.06333533 -0.21475652]
+ [-0.16438708 -0.10418312]
+ [-0.38129126 -0.16515196]
+ [ 0.2721296   0.46923757]
+ [ 0.82953753  0.20638333]
+ [-0.500007    0.36897935]
+ [ 0.57932474 -0.1023383 ]]
+```
+
+###	Multiple-Correspondence-Analysis: MCA
+MCA class inherits from  CA  class.
+
+```
+>>>import pandas as pd
+>>>from light_famd import MCA
+>>>X=pd.DataFrame(np.random.choice(list('abcde'),size=(10,4),replace=True),columns =list('ABCD'))
+>>>print(X)
+      A  B  C  D
+0  d  e  a  d
+1  e  d  b  b
+2  e  d  a  e
+3  b  b  e  d
+4  b  d  b  b
+5  c  b  a  e
+6  e  d  b  a
+7  d  c  d  d
+8  b  c  d  a
+9  a  e  c  c
+>>>mca=MCA(n_components=2)
+>>>mca.fit(X)
+MCA(check_input=True, copy=True, engine='auto', n_components=2, n_iter=10,
+  random_state=None)
+
+>>>print(mca.explained_variance_)
+[0.90150495 0.76979456]
+
+>>>print(mca.explained_variance_ratio_)
+[0.24040131974598467, 0.20527854948955893]
+
+>>>print(mca.transform(X)) 
+[[ 0.55603013  0.7016272 ]
+ [-0.73558629 -1.17559462]
+ [-0.44972794 -0.4973024 ]
+ [-0.16248444  0.95706908]
+ [-0.66969377 -0.79951057]
+ [-0.21267777  0.39953562]
+ [-0.67921667 -0.8707747 ]
+ [ 0.05058625  1.34573057]
+ [-0.31952341  0.77285922]
+ [ 2.62229391 -0.83363941]]
+
+>>>print(mca.fit_transform(X)) 
+[[ 0.55603013  0.7016272 ]
+ [-0.73558629 -1.17559462]
+ [-0.44972794 -0.4973024 ]
+ [-0.16248444  0.95706908]
+ [-0.66969377 -0.79951057]
+ [-0.21267777  0.39953562]
+ [-0.67921667 -0.8707747 ]
+ [ 0.05058625  1.34573057]
+ [-0.31952341  0.77285922]
+ [ 2.62229391 -0.83363941]]
+
+```
+###	Multiple-Factor-Analysis: MFA
+MFA class inherits from  PCA  class.
+Since FAMD class inherits from  MFA and the only thing to do for FAMD is to determine `groups` parameter compare to its  superclass `MFA`.therefore we skip this chapiter and go directly to `FAMD`.
+
+
+###	Factor-Analysis-of-Mixed-Data: FAMD
+The `FAMD` inherits from the `MFA` class, which entails that you have access to all it's methods and properties of `MFA` class.
+```
+>>>import pandas as pd
+>>>from light_famd import FAMD
+>>>X_n = pd.DataFrame(data=np.random.randint(0,100,size=(10,2)),columns=list('AB'))
+>>>X_c =pd.DataFrame(np.random.choice(list('abcde'),size=(10,4),replace=True),columns =list('CDEF'))
+>>>X=pd.concat([X_n,X_c],axis=1)
+>>>print(X)
+        A   B  C  D  E  F
+0  96  19  b  d  b  e
+1  11  46  b  d  a  e
+2   0  89  a  a  a  c
+3  13  63  c  a  e  d
+4  37  36  d  b  e  c
+5  10  99  a  b  d  c
+6  76   2  c  a  d  e
+7  32   5  c  a  e  d
+8  49   9  c  e  e  e
+9   4  22  c  c  b  d
+
+>>>famd = FAMD(n_components=2)
+>>>famd.fit(X)
+MCA PROCESS MCA PROCESS ELIMINATED 0  COLUMNS SINCE THEIR MISS_RATES >= 99%
+Out:
+FAMD(check_input=True, copy=False, engine='auto', n_components=2, n_iter=2,
+     random_state=None)
+
+>>>print(famd.explained_variance_)
+[17.40871219  9.73440949]
+
+>>>print(famd.explained_variance_ratio_)
+[0.32596621039327284, 0.1822701494502082]
+
+>>> print(famd.column_correlation(X))
+             0         1
+A         NaN       NaN
+B         NaN       NaN
+C_a       NaN       NaN
+C_b       NaN  0.824458
+C_c  0.922220       NaN
+C_d       NaN       NaN
+D_a       NaN       NaN
+D_b       NaN       NaN
+D_c       NaN       NaN
+D_d       NaN  0.824458
+D_e       NaN       NaN
+E_a       NaN       NaN
+E_b       NaN       NaN
+E_d       NaN       NaN
+E_e       NaN       NaN
+F_c       NaN -0.714447
+F_d  0.673375       NaN
+F_e       NaN  0.839324
+
+
+
+>>>print(famd.transform(X)) 
+[[ 2.23848136  5.75809647]
+ [ 2.0845175   4.78930072]
+ [ 2.6682068  -2.78991262]
+ [ 6.2962962  -1.57451325]
+ [ 2.52140085 -3.28279729]
+ [ 1.58256681 -3.73135011]
+ [ 5.19476759  1.18333717]
+ [ 6.35288446 -1.33186723]
+ [ 5.02971134  1.6216402 ]
+ [ 4.05754963  0.69620997]]
+
+>>>print(famd.fit_transform(X))
+MCA PROCESS HAVE ELIMINATE 0  COLUMNS SINCE ITS MISSING RATE >= 99%
+[[ 2.23848136  5.75809647]
+ [ 2.0845175   4.78930072]
+ [ 2.6682068  -2.78991262]
+ [ 6.2962962  -1.57451325]
+ [ 2.52140085 -3.28279729]
+ [ 1.58256681 -3.73135011]
+ [ 5.19476759  1.18333717]
+ [ 6.35288446 -1.33186723]
+ [ 5.02971134  1.6216402 ]
+ [ 4.05754963  0.69620997]]
+
+```
+
+
+
+
+## Going faster
+
+By default `light_famd` uses `sklearn`'s randomized SVD implementation. One of the goals of `Light_FAMD` is to make it possible to use a different SVD backend. For the while the only other supported backend is [Facebook's randomized SVD implementation](https://research.facebook.com/blog/fast-randomized-svd/) called [fbpca](http://fbpca.readthedocs.org/en/latest/). You can use it by setting the `engine` parameter to `'fbpca'` or see [Truncated_FAMD](https://github.com/Cauchemare/Truncated_FAMD) for an alternative of automatic selection of svd_solver depends on the structure of input:
+
+```python
+>>> import Light_FAMD
+>>> pca = Light_FAMD.PCA(engine='fbpca')
+
+```
+
+
+
+
+
+%package -n python3-light-famd
+Summary:	Light Factor Analysis of Mixed Data
+Provides:	python-light-famd
+BuildRequires:	python3-devel
+BuildRequires:	python3-setuptools
+BuildRequires:	python3-pip
+%description -n python3-light-famd
+
+# Light_FAMD
+
+`Light_FAMD` is a library for prcessing [factor analysis of mixed data](https://www.wikiwand.com/en/Factor_analysis). This includes a variety of methods including [principal component analysis (PCA)](https://www.wikiwand.com/en/Principal_component_analysis) and [multiply correspondence analysis (MCA)](https://www.researchgate.net/publication/239542271_Multiple_Correspondence_Analysis). The goal is to provide an efficient and light implementation for each algorithm along with a scikit-learn API.
+
+## Table of contents
+
+- [Usage](##Usage)
+  - [Guidelines](###Guidelines)
+  - [Principal component analysis (PCA)](#principal-component-analysis-pca)
+  - [Correspondence analysis (CA)](#correspondence-analysis-ca)
+  - [Multiple correspondence analysis (MCA)](#multiple-correspondence-analysis-mca)
+  - [Multiple factor analysis (MFA)](#multiple-factor-analysis-mfa)
+  - [Factor analysis of mixed data (FAMD)](#factor-analysis-of-mixed-data-famd)
+- [Going faster](#going-faster)
+
+
+
+
+`Light_FAMD` doesn't have any extra dependencies apart from the usual suspects (`sklearn`, `pandas`, `numpy`) which are included with Anaconda.
+
+
+
+### Guidelines
+
+Each base estimator(CA,PCA) provided by `Light_FAMD` extends scikit-learn's `(TransformerMixin,BaseEstimator)`.which means we could use directly `fit_transform`,and `(set_params,get_params)` methods.
+
+Under the hood `Light_FAMD` uses a [randomised version of SVD](https://scikit-learn.org/dev/modules/generated/sklearn.utils.extmath.randomized_svd.html). This algorithm finds a (usually very good) approximate truncated singular value decomposition using randomization to speed up the computations. It is particularly fast on large matrices on which you wish to extract only a small number of components. In order to obtain further speed up, n_iter can be set <=2 (at the cost of loss of precision). However if you want reproducible results then you should set the `random_state` parameter.
+
+The randomised version of SVD is an iterative method. Because each of light_famd's algorithms use SVD, they all possess a `n_iter` parameter which controls the number of iterations used for computing the SVD. On the one hand the higher `n_iter` is the more precise the results will be. On the other hand increasing `n_iter` increases the computation time. In general the algorithm converges very quickly so using a low `n_iter` (which is the default behaviour) is recommended.
+
+In this package,inheritance relationship as shown  below(A->B:A is superclass of B):
+
+- PCA -> MFA -> FAMD
+- CA ->MCA
+
+You are supposed to use each method depending on your situation:
+
+- All your variables are numeric: use principal component analysis (`PCA`)
+- You have a contingency table: use correspondence analysis (`CA`)
+- You have more than 2 variables and they are all categorical: use multiple correspondence analysis (`MCA`)
+- You have groups of categorical **or** numerical variables: use multiple factor analysis (`MFA`)
+- You have both categorical and numerical variables: use factor analysis of mixed data (`FAMD`)
+
+The next subsections give an overview of each method along with usage information. The following papers give a good overview of the field of factor analysis if you want to go deeper:
+
+- [A Tutorial on Principal Component Analysis](https://arxiv.org/pdf/1404.1100.pdf)
+- [Theory of Correspondence Analysis](http://statmath.wu.ac.at/courses/CAandRelMeth/caipA.pdf)
+- [Finding structure with randomness: Probabilistic algorithms for constructing approximate matrix decompositions](https://arxiv.org/pdf/0909.4061.pdf)
+- [Computation of Multiple Correspondence Analysis, with code in R](https://core.ac.uk/download/pdf/6591520.pdf)
+- [Singular Value Decomposition Tutorial](https://davetang.org/file/Singular_Value_Decomposition_Tutorial.pdf)
+- [Multiple Factor Analysis](https://www.utdallas.edu/~herve/Abdi-MFA2007-pretty.pdf)
+
+Notice that `Light_FAMD` does't support the sparse input,see [Truncated_FAMD](https://github.com/Cauchemare/Truncated_FAMD) for an alternative of sparse and big data.
+
+
+###	Principal-Component-Analysis: PCA
+
+**PCA**(rescale_with_mean=True, rescale_with_std=True, n_components=2, n_iter=3,
+                 copy=True, check_input=True, random_state=None, engine='auto'):
+
+**Args:**
+- `rescale_with_mean` (bool): Whether to substract each column's mean or not.
+- `rescale_with_std` (bool): Whether to divide each column by it's standard deviation or not.
+- `n_components` (int): The number of principal components to compute.
+- `n_iter` (int): The number of iterations used for computing the SVD.
+- `copy` (bool): Whether to perform the computations inplace or not.
+- `check_input` (bool): Whether to check the consistency of the inputs or not.
+- `engine`(string):"auto":randomized_svd,"fbpca":Facebook's randomized SVD implementation
+- `random_state`(int, RandomState instance or None, optional (default=None):The seed of the -pseudo random number generator to use when shuffling the data. If int, random_state is the seed used by the random number generator; If RandomState instance, random_state is the random number generator; If None, the random number generator is the RandomState instance used by np.random.
+Return ndarray (M,k),M:Number of samples,K:Number of components.
+
+**Examples:**
+```
+>>>import numpy as np
+>>> np.random.seed(42)  # This is for doctests reproducibility
+
+>>>from light_famd  import PCA
+>>>X = pd.DataFrame(np.random.randint(0,10,size=(10,3)),columns=list('ABC'))
+>>>pca = PCA(n_components=2)
+>>>pca.fit(X)
+PCA(check_input=True, copy=True, engine='auto', n_components=2, n_iter=3,
+  random_state=None, rescale_with_mean=True, rescale_with_std=True)
+
+>>>print(pca.explained_variance_)
+[20.20385109  8.48246239]
+
+>>>print(pca.explained_variance_ratio_)
+[0.6734617029875277, 0.28274874633810754]
+>>>print(pca.column_correlation(X))  # pearson correlation between component and  original column,while p-value >=0.05 this similarity is `Nan`.
+          0        1
+A -0.953482      NaN
+B  0.907314      NaN
+C       NaN  0.84211
+
+>>>print(pca.transform(X))
+[[-0.82262005  0.11730656]
+ [ 0.05359079  1.62298683]
+ [ 1.03052849  0.79973099]
+ [-0.24313366  0.25651395]
+ [-0.94630387 -1.04943025]
+ [-0.70591749 -0.01282583]
+ [-0.39948373 -1.52612436]
+ [ 2.70164194  0.38048482]
+ [-2.49373351  0.53655273]
+ [ 1.8254311  -1.12519545]]
+>>>print(pca.fit_transform(X))
+[[-0.82262005  0.11730656]
+ [ 0.05359079  1.62298683]
+ [ 1.03052849  0.79973099]
+ [-0.24313366  0.25651395]
+ [-0.94630387 -1.04943025]
+ [-0.70591749 -0.01282583]
+ [-0.39948373 -1.52612436]
+ [ 2.70164194  0.38048482]
+ [-2.49373351  0.53655273]
+ [ 1.8254311  -1.12519545]]
+
+```
+###	Correspondence-Analysis: CA
+
+**CA**(n_components=2, n_iter=10, copy=True, check_input=True, random_state=None,
+                 engine='auto'):
+
+**Args:**
+- `n_components` (int): The number of principal components to compute.
+- `copy` (bool): Whether to perform the computations inplace or not.
+- `check_input` (bool): Whether to check the consistency of the inputs or not.
+- `engine`(string):"auto":randomized_svd,"fbpca":Facebook's randomized SVD implementation
+- `random_state`(int, RandomState instance or None, optional (default=None):The seed of the -pseudo random number generator to use when shuffling the data. If int, random_state is the seed used by the random number generator; If RandomState instance, random_state is the random number generator; If None, the random number generator is the RandomState instance used by np.random.
+
+Return ndarray (M,k),M:Number of samples,K:Number of components.
+
+**Examples:**
+```
+>>>import numpy as np
+>>>from light_famd import CA
+>>>X  = pd.DataFrame(data=np.random.randint(0,100,size=(10,4)),columns=list('ABCD'))
+>>>ca=CA(n_components=2,n_iter=2)
+>>>ca.fit(X)
+CA(check_input=True, copy=True, engine='auto', n_components=2, n_iter=2,
+  random_state=None)
+
+>>> print(ca.explained_variance_)
+[0.16892141 0.0746376 ]
+
+>>>print(ca.explained_variance_ratio_)
+[0.5650580210934917, 0.2496697790527281]
+
+>>>print(ca.transform(X))
+[[ 0.23150854 -0.39167802]
+ [ 0.36006095  0.00301414]
+ [-0.48192602 -0.13002647]
+ [-0.06333533 -0.21475652]
+ [-0.16438708 -0.10418312]
+ [-0.38129126 -0.16515196]
+ [ 0.2721296   0.46923757]
+ [ 0.82953753  0.20638333]
+ [-0.500007    0.36897935]
+ [ 0.57932474 -0.1023383 ]]
+
+>>>print(ca.fit_transform(X))
+[[ 0.23150854 -0.39167802]
+ [ 0.36006095  0.00301414]
+ [-0.48192602 -0.13002647]
+ [-0.06333533 -0.21475652]
+ [-0.16438708 -0.10418312]
+ [-0.38129126 -0.16515196]
+ [ 0.2721296   0.46923757]
+ [ 0.82953753  0.20638333]
+ [-0.500007    0.36897935]
+ [ 0.57932474 -0.1023383 ]]
+```
+
+###	Multiple-Correspondence-Analysis: MCA
+MCA class inherits from  CA  class.
+
+```
+>>>import pandas as pd
+>>>from light_famd import MCA
+>>>X=pd.DataFrame(np.random.choice(list('abcde'),size=(10,4),replace=True),columns =list('ABCD'))
+>>>print(X)
+      A  B  C  D
+0  d  e  a  d
+1  e  d  b  b
+2  e  d  a  e
+3  b  b  e  d
+4  b  d  b  b
+5  c  b  a  e
+6  e  d  b  a
+7  d  c  d  d
+8  b  c  d  a
+9  a  e  c  c
+>>>mca=MCA(n_components=2)
+>>>mca.fit(X)
+MCA(check_input=True, copy=True, engine='auto', n_components=2, n_iter=10,
+  random_state=None)
+
+>>>print(mca.explained_variance_)
+[0.90150495 0.76979456]
+
+>>>print(mca.explained_variance_ratio_)
+[0.24040131974598467, 0.20527854948955893]
+
+>>>print(mca.transform(X)) 
+[[ 0.55603013  0.7016272 ]
+ [-0.73558629 -1.17559462]
+ [-0.44972794 -0.4973024 ]
+ [-0.16248444  0.95706908]
+ [-0.66969377 -0.79951057]
+ [-0.21267777  0.39953562]
+ [-0.67921667 -0.8707747 ]
+ [ 0.05058625  1.34573057]
+ [-0.31952341  0.77285922]
+ [ 2.62229391 -0.83363941]]
+
+>>>print(mca.fit_transform(X)) 
+[[ 0.55603013  0.7016272 ]
+ [-0.73558629 -1.17559462]
+ [-0.44972794 -0.4973024 ]
+ [-0.16248444  0.95706908]
+ [-0.66969377 -0.79951057]
+ [-0.21267777  0.39953562]
+ [-0.67921667 -0.8707747 ]
+ [ 0.05058625  1.34573057]
+ [-0.31952341  0.77285922]
+ [ 2.62229391 -0.83363941]]
+
+```
+###	Multiple-Factor-Analysis: MFA
+MFA class inherits from  PCA  class.
+Since FAMD class inherits from  MFA and the only thing to do for FAMD is to determine `groups` parameter compare to its  superclass `MFA`.therefore we skip this chapiter and go directly to `FAMD`.
+
+
+###	Factor-Analysis-of-Mixed-Data: FAMD
+The `FAMD` inherits from the `MFA` class, which entails that you have access to all it's methods and properties of `MFA` class.
+```
+>>>import pandas as pd
+>>>from light_famd import FAMD
+>>>X_n = pd.DataFrame(data=np.random.randint(0,100,size=(10,2)),columns=list('AB'))
+>>>X_c =pd.DataFrame(np.random.choice(list('abcde'),size=(10,4),replace=True),columns =list('CDEF'))
+>>>X=pd.concat([X_n,X_c],axis=1)
+>>>print(X)
+        A   B  C  D  E  F
+0  96  19  b  d  b  e
+1  11  46  b  d  a  e
+2   0  89  a  a  a  c
+3  13  63  c  a  e  d
+4  37  36  d  b  e  c
+5  10  99  a  b  d  c
+6  76   2  c  a  d  e
+7  32   5  c  a  e  d
+8  49   9  c  e  e  e
+9   4  22  c  c  b  d
+
+>>>famd = FAMD(n_components=2)
+>>>famd.fit(X)
+MCA PROCESS MCA PROCESS ELIMINATED 0  COLUMNS SINCE THEIR MISS_RATES >= 99%
+Out:
+FAMD(check_input=True, copy=False, engine='auto', n_components=2, n_iter=2,
+     random_state=None)
+
+>>>print(famd.explained_variance_)
+[17.40871219  9.73440949]
+
+>>>print(famd.explained_variance_ratio_)
+[0.32596621039327284, 0.1822701494502082]
+
+>>> print(famd.column_correlation(X))
+             0         1
+A         NaN       NaN
+B         NaN       NaN
+C_a       NaN       NaN
+C_b       NaN  0.824458
+C_c  0.922220       NaN
+C_d       NaN       NaN
+D_a       NaN       NaN
+D_b       NaN       NaN
+D_c       NaN       NaN
+D_d       NaN  0.824458
+D_e       NaN       NaN
+E_a       NaN       NaN
+E_b       NaN       NaN
+E_d       NaN       NaN
+E_e       NaN       NaN
+F_c       NaN -0.714447
+F_d  0.673375       NaN
+F_e       NaN  0.839324
+
+
+
+>>>print(famd.transform(X)) 
+[[ 2.23848136  5.75809647]
+ [ 2.0845175   4.78930072]
+ [ 2.6682068  -2.78991262]
+ [ 6.2962962  -1.57451325]
+ [ 2.52140085 -3.28279729]
+ [ 1.58256681 -3.73135011]
+ [ 5.19476759  1.18333717]
+ [ 6.35288446 -1.33186723]
+ [ 5.02971134  1.6216402 ]
+ [ 4.05754963  0.69620997]]
+
+>>>print(famd.fit_transform(X))
+MCA PROCESS HAVE ELIMINATE 0  COLUMNS SINCE ITS MISSING RATE >= 99%
+[[ 2.23848136  5.75809647]
+ [ 2.0845175   4.78930072]
+ [ 2.6682068  -2.78991262]
+ [ 6.2962962  -1.57451325]
+ [ 2.52140085 -3.28279729]
+ [ 1.58256681 -3.73135011]
+ [ 5.19476759  1.18333717]
+ [ 6.35288446 -1.33186723]
+ [ 5.02971134  1.6216402 ]
+ [ 4.05754963  0.69620997]]
+
+```
+
+
+
+
+## Going faster
+
+By default `light_famd` uses `sklearn`'s randomized SVD implementation. One of the goals of `Light_FAMD` is to make it possible to use a different SVD backend. For the while the only other supported backend is [Facebook's randomized SVD implementation](https://research.facebook.com/blog/fast-randomized-svd/) called [fbpca](http://fbpca.readthedocs.org/en/latest/). You can use it by setting the `engine` parameter to `'fbpca'` or see [Truncated_FAMD](https://github.com/Cauchemare/Truncated_FAMD) for an alternative of automatic selection of svd_solver depends on the structure of input:
+
+```python
+>>> import Light_FAMD
+>>> pca = Light_FAMD.PCA(engine='fbpca')
+
+```
+
+
+
+
+
+%package help
+Summary:	Development documents and examples for light-famd
+Provides:	python3-light-famd-doc
+%description help
+
+# Light_FAMD
+
+`Light_FAMD` is a library for prcessing [factor analysis of mixed data](https://www.wikiwand.com/en/Factor_analysis). This includes a variety of methods including [principal component analysis (PCA)](https://www.wikiwand.com/en/Principal_component_analysis) and [multiply correspondence analysis (MCA)](https://www.researchgate.net/publication/239542271_Multiple_Correspondence_Analysis). The goal is to provide an efficient and light implementation for each algorithm along with a scikit-learn API.
+
+## Table of contents
+
+- [Usage](##Usage)
+  - [Guidelines](###Guidelines)
+  - [Principal component analysis (PCA)](#principal-component-analysis-pca)
+  - [Correspondence analysis (CA)](#correspondence-analysis-ca)
+  - [Multiple correspondence analysis (MCA)](#multiple-correspondence-analysis-mca)
+  - [Multiple factor analysis (MFA)](#multiple-factor-analysis-mfa)
+  - [Factor analysis of mixed data (FAMD)](#factor-analysis-of-mixed-data-famd)
+- [Going faster](#going-faster)
+
+
+
+
+`Light_FAMD` doesn't have any extra dependencies apart from the usual suspects (`sklearn`, `pandas`, `numpy`) which are included with Anaconda.
+
+
+
+### Guidelines
+
+Each base estimator(CA,PCA) provided by `Light_FAMD` extends scikit-learn's `(TransformerMixin,BaseEstimator)`.which means we could use directly `fit_transform`,and `(set_params,get_params)` methods.
+
+Under the hood `Light_FAMD` uses a [randomised version of SVD](https://scikit-learn.org/dev/modules/generated/sklearn.utils.extmath.randomized_svd.html). This algorithm finds a (usually very good) approximate truncated singular value decomposition using randomization to speed up the computations. It is particularly fast on large matrices on which you wish to extract only a small number of components. In order to obtain further speed up, n_iter can be set <=2 (at the cost of loss of precision). However if you want reproducible results then you should set the `random_state` parameter.
+
+The randomised version of SVD is an iterative method. Because each of light_famd's algorithms use SVD, they all possess a `n_iter` parameter which controls the number of iterations used for computing the SVD. On the one hand the higher `n_iter` is the more precise the results will be. On the other hand increasing `n_iter` increases the computation time. In general the algorithm converges very quickly so using a low `n_iter` (which is the default behaviour) is recommended.
+
+In this package,inheritance relationship as shown  below(A->B:A is superclass of B):
+
+- PCA -> MFA -> FAMD
+- CA ->MCA
+
+You are supposed to use each method depending on your situation:
+
+- All your variables are numeric: use principal component analysis (`PCA`)
+- You have a contingency table: use correspondence analysis (`CA`)
+- You have more than 2 variables and they are all categorical: use multiple correspondence analysis (`MCA`)
+- You have groups of categorical **or** numerical variables: use multiple factor analysis (`MFA`)
+- You have both categorical and numerical variables: use factor analysis of mixed data (`FAMD`)
+
+The next subsections give an overview of each method along with usage information. The following papers give a good overview of the field of factor analysis if you want to go deeper:
+
+- [A Tutorial on Principal Component Analysis](https://arxiv.org/pdf/1404.1100.pdf)
+- [Theory of Correspondence Analysis](http://statmath.wu.ac.at/courses/CAandRelMeth/caipA.pdf)
+- [Finding structure with randomness: Probabilistic algorithms for constructing approximate matrix decompositions](https://arxiv.org/pdf/0909.4061.pdf)
+- [Computation of Multiple Correspondence Analysis, with code in R](https://core.ac.uk/download/pdf/6591520.pdf)
+- [Singular Value Decomposition Tutorial](https://davetang.org/file/Singular_Value_Decomposition_Tutorial.pdf)
+- [Multiple Factor Analysis](https://www.utdallas.edu/~herve/Abdi-MFA2007-pretty.pdf)
+
+Notice that `Light_FAMD` does't support the sparse input,see [Truncated_FAMD](https://github.com/Cauchemare/Truncated_FAMD) for an alternative of sparse and big data.
+
+
+###	Principal-Component-Analysis: PCA
+
+**PCA**(rescale_with_mean=True, rescale_with_std=True, n_components=2, n_iter=3,
+                 copy=True, check_input=True, random_state=None, engine='auto'):
+
+**Args:**
+- `rescale_with_mean` (bool): Whether to substract each column's mean or not.
+- `rescale_with_std` (bool): Whether to divide each column by it's standard deviation or not.
+- `n_components` (int): The number of principal components to compute.
+- `n_iter` (int): The number of iterations used for computing the SVD.
+- `copy` (bool): Whether to perform the computations inplace or not.
+- `check_input` (bool): Whether to check the consistency of the inputs or not.
+- `engine`(string):"auto":randomized_svd,"fbpca":Facebook's randomized SVD implementation
+- `random_state`(int, RandomState instance or None, optional (default=None):The seed of the -pseudo random number generator to use when shuffling the data. If int, random_state is the seed used by the random number generator; If RandomState instance, random_state is the random number generator; If None, the random number generator is the RandomState instance used by np.random.
+Return ndarray (M,k),M:Number of samples,K:Number of components.
+
+**Examples:**
+```
+>>>import numpy as np
+>>> np.random.seed(42)  # This is for doctests reproducibility
+
+>>>from light_famd  import PCA
+>>>X = pd.DataFrame(np.random.randint(0,10,size=(10,3)),columns=list('ABC'))
+>>>pca = PCA(n_components=2)
+>>>pca.fit(X)
+PCA(check_input=True, copy=True, engine='auto', n_components=2, n_iter=3,
+  random_state=None, rescale_with_mean=True, rescale_with_std=True)
+
+>>>print(pca.explained_variance_)
+[20.20385109  8.48246239]
+
+>>>print(pca.explained_variance_ratio_)
+[0.6734617029875277, 0.28274874633810754]
+>>>print(pca.column_correlation(X))  # pearson correlation between component and  original column,while p-value >=0.05 this similarity is `Nan`.
+          0        1
+A -0.953482      NaN
+B  0.907314      NaN
+C       NaN  0.84211
+
+>>>print(pca.transform(X))
+[[-0.82262005  0.11730656]
+ [ 0.05359079  1.62298683]
+ [ 1.03052849  0.79973099]
+ [-0.24313366  0.25651395]
+ [-0.94630387 -1.04943025]
+ [-0.70591749 -0.01282583]
+ [-0.39948373 -1.52612436]
+ [ 2.70164194  0.38048482]
+ [-2.49373351  0.53655273]
+ [ 1.8254311  -1.12519545]]
+>>>print(pca.fit_transform(X))
+[[-0.82262005  0.11730656]
+ [ 0.05359079  1.62298683]
+ [ 1.03052849  0.79973099]
+ [-0.24313366  0.25651395]
+ [-0.94630387 -1.04943025]
+ [-0.70591749 -0.01282583]
+ [-0.39948373 -1.52612436]
+ [ 2.70164194  0.38048482]
+ [-2.49373351  0.53655273]
+ [ 1.8254311  -1.12519545]]
+
+```
+###	Correspondence-Analysis: CA
+
+**CA**(n_components=2, n_iter=10, copy=True, check_input=True, random_state=None,
+                 engine='auto'):
+
+**Args:**
+- `n_components` (int): The number of principal components to compute.
+- `copy` (bool): Whether to perform the computations inplace or not.
+- `check_input` (bool): Whether to check the consistency of the inputs or not.
+- `engine`(string):"auto":randomized_svd,"fbpca":Facebook's randomized SVD implementation
+- `random_state`(int, RandomState instance or None, optional (default=None):The seed of the -pseudo random number generator to use when shuffling the data. If int, random_state is the seed used by the random number generator; If RandomState instance, random_state is the random number generator; If None, the random number generator is the RandomState instance used by np.random.
+
+Return ndarray (M,k),M:Number of samples,K:Number of components.
+
+**Examples:**
+```
+>>>import numpy as np
+>>>from light_famd import CA
+>>>X  = pd.DataFrame(data=np.random.randint(0,100,size=(10,4)),columns=list('ABCD'))
+>>>ca=CA(n_components=2,n_iter=2)
+>>>ca.fit(X)
+CA(check_input=True, copy=True, engine='auto', n_components=2, n_iter=2,
+  random_state=None)
+
+>>> print(ca.explained_variance_)
+[0.16892141 0.0746376 ]
+
+>>>print(ca.explained_variance_ratio_)
+[0.5650580210934917, 0.2496697790527281]
+
+>>>print(ca.transform(X))
+[[ 0.23150854 -0.39167802]
+ [ 0.36006095  0.00301414]
+ [-0.48192602 -0.13002647]
+ [-0.06333533 -0.21475652]
+ [-0.16438708 -0.10418312]
+ [-0.38129126 -0.16515196]
+ [ 0.2721296   0.46923757]
+ [ 0.82953753  0.20638333]
+ [-0.500007    0.36897935]
+ [ 0.57932474 -0.1023383 ]]
+
+>>>print(ca.fit_transform(X))
+[[ 0.23150854 -0.39167802]
+ [ 0.36006095  0.00301414]
+ [-0.48192602 -0.13002647]
+ [-0.06333533 -0.21475652]
+ [-0.16438708 -0.10418312]
+ [-0.38129126 -0.16515196]
+ [ 0.2721296   0.46923757]
+ [ 0.82953753  0.20638333]
+ [-0.500007    0.36897935]
+ [ 0.57932474 -0.1023383 ]]
+```
+
+###	Multiple-Correspondence-Analysis: MCA
+MCA class inherits from  CA  class.
+
+```
+>>>import pandas as pd
+>>>from light_famd import MCA
+>>>X=pd.DataFrame(np.random.choice(list('abcde'),size=(10,4),replace=True),columns =list('ABCD'))
+>>>print(X)
+      A  B  C  D
+0  d  e  a  d
+1  e  d  b  b
+2  e  d  a  e
+3  b  b  e  d
+4  b  d  b  b
+5  c  b  a  e
+6  e  d  b  a
+7  d  c  d  d
+8  b  c  d  a
+9  a  e  c  c
+>>>mca=MCA(n_components=2)
+>>>mca.fit(X)
+MCA(check_input=True, copy=True, engine='auto', n_components=2, n_iter=10,
+  random_state=None)
+
+>>>print(mca.explained_variance_)
+[0.90150495 0.76979456]
+
+>>>print(mca.explained_variance_ratio_)
+[0.24040131974598467, 0.20527854948955893]
+
+>>>print(mca.transform(X)) 
+[[ 0.55603013  0.7016272 ]
+ [-0.73558629 -1.17559462]
+ [-0.44972794 -0.4973024 ]
+ [-0.16248444  0.95706908]
+ [-0.66969377 -0.79951057]
+ [-0.21267777  0.39953562]
+ [-0.67921667 -0.8707747 ]
+ [ 0.05058625  1.34573057]
+ [-0.31952341  0.77285922]
+ [ 2.62229391 -0.83363941]]
+
+>>>print(mca.fit_transform(X)) 
+[[ 0.55603013  0.7016272 ]
+ [-0.73558629 -1.17559462]
+ [-0.44972794 -0.4973024 ]
+ [-0.16248444  0.95706908]
+ [-0.66969377 -0.79951057]
+ [-0.21267777  0.39953562]
+ [-0.67921667 -0.8707747 ]
+ [ 0.05058625  1.34573057]
+ [-0.31952341  0.77285922]
+ [ 2.62229391 -0.83363941]]
+
+```
+###	Multiple-Factor-Analysis: MFA
+MFA class inherits from  PCA  class.
+Since FAMD class inherits from  MFA and the only thing to do for FAMD is to determine `groups` parameter compare to its  superclass `MFA`.therefore we skip this chapiter and go directly to `FAMD`.
+
+
+###	Factor-Analysis-of-Mixed-Data: FAMD
+The `FAMD` inherits from the `MFA` class, which entails that you have access to all it's methods and properties of `MFA` class.
+```
+>>>import pandas as pd
+>>>from light_famd import FAMD
+>>>X_n = pd.DataFrame(data=np.random.randint(0,100,size=(10,2)),columns=list('AB'))
+>>>X_c =pd.DataFrame(np.random.choice(list('abcde'),size=(10,4),replace=True),columns =list('CDEF'))
+>>>X=pd.concat([X_n,X_c],axis=1)
+>>>print(X)
+        A   B  C  D  E  F
+0  96  19  b  d  b  e
+1  11  46  b  d  a  e
+2   0  89  a  a  a  c
+3  13  63  c  a  e  d
+4  37  36  d  b  e  c
+5  10  99  a  b  d  c
+6  76   2  c  a  d  e
+7  32   5  c  a  e  d
+8  49   9  c  e  e  e
+9   4  22  c  c  b  d
+
+>>>famd = FAMD(n_components=2)
+>>>famd.fit(X)
+MCA PROCESS MCA PROCESS ELIMINATED 0  COLUMNS SINCE THEIR MISS_RATES >= 99%
+Out:
+FAMD(check_input=True, copy=False, engine='auto', n_components=2, n_iter=2,
+     random_state=None)
+
+>>>print(famd.explained_variance_)
+[17.40871219  9.73440949]
+
+>>>print(famd.explained_variance_ratio_)
+[0.32596621039327284, 0.1822701494502082]
+
+>>> print(famd.column_correlation(X))
+             0         1
+A         NaN       NaN
+B         NaN       NaN
+C_a       NaN       NaN
+C_b       NaN  0.824458
+C_c  0.922220       NaN
+C_d       NaN       NaN
+D_a       NaN       NaN
+D_b       NaN       NaN
+D_c       NaN       NaN
+D_d       NaN  0.824458
+D_e       NaN       NaN
+E_a       NaN       NaN
+E_b       NaN       NaN
+E_d       NaN       NaN
+E_e       NaN       NaN
+F_c       NaN -0.714447
+F_d  0.673375       NaN
+F_e       NaN  0.839324
+
+
+
+>>>print(famd.transform(X)) 
+[[ 2.23848136  5.75809647]
+ [ 2.0845175   4.78930072]
+ [ 2.6682068  -2.78991262]
+ [ 6.2962962  -1.57451325]
+ [ 2.52140085 -3.28279729]
+ [ 1.58256681 -3.73135011]
+ [ 5.19476759  1.18333717]
+ [ 6.35288446 -1.33186723]
+ [ 5.02971134  1.6216402 ]
+ [ 4.05754963  0.69620997]]
+
+>>>print(famd.fit_transform(X))
+MCA PROCESS HAVE ELIMINATE 0  COLUMNS SINCE ITS MISSING RATE >= 99%
+[[ 2.23848136  5.75809647]
+ [ 2.0845175   4.78930072]
+ [ 2.6682068  -2.78991262]
+ [ 6.2962962  -1.57451325]
+ [ 2.52140085 -3.28279729]
+ [ 1.58256681 -3.73135011]
+ [ 5.19476759  1.18333717]
+ [ 6.35288446 -1.33186723]
+ [ 5.02971134  1.6216402 ]
+ [ 4.05754963  0.69620997]]
+
+```
+
+
+
+
+## Going faster
+
+By default `light_famd` uses `sklearn`'s randomized SVD implementation. One of the goals of `Light_FAMD` is to make it possible to use a different SVD backend. For the while the only other supported backend is [Facebook's randomized SVD implementation](https://research.facebook.com/blog/fast-randomized-svd/) called [fbpca](http://fbpca.readthedocs.org/en/latest/). You can use it by setting the `engine` parameter to `'fbpca'` or see [Truncated_FAMD](https://github.com/Cauchemare/Truncated_FAMD) for an alternative of automatic selection of svd_solver depends on the structure of input:
+
+```python
+>>> import Light_FAMD
+>>> pca = Light_FAMD.PCA(engine='fbpca')
+
+```
+
+
+
+
+
+%prep
+%autosetup -n light-famd-0.0.3
+
+%build
+%py3_build
+
+%install
+%py3_install
+install -d -m755 %{buildroot}/%{_pkgdocdir}
+if [ -d doc ]; then cp -arf doc %{buildroot}/%{_pkgdocdir}; fi
+if [ -d docs ]; then cp -arf docs %{buildroot}/%{_pkgdocdir}; fi
+if [ -d example ]; then cp -arf example %{buildroot}/%{_pkgdocdir}; fi
+if [ -d examples ]; then cp -arf examples %{buildroot}/%{_pkgdocdir}; fi
+pushd %{buildroot}
+if [ -d usr/lib ]; then
+	find usr/lib -type f -printf "/%h/%f\n" >> filelist.lst
+fi
+if [ -d usr/lib64 ]; then
+	find usr/lib64 -type f -printf "/%h/%f\n" >> filelist.lst
+fi
+if [ -d usr/bin ]; then
+	find usr/bin -type f -printf "/%h/%f\n" >> filelist.lst
+fi
+if [ -d usr/sbin ]; then
+	find usr/sbin -type f -printf "/%h/%f\n" >> filelist.lst
+fi
+touch doclist.lst
+if [ -d usr/share/man ]; then
+	find usr/share/man -type f -printf "/%h/%f.gz\n" >> doclist.lst
+fi
+popd
+mv %{buildroot}/filelist.lst .
+mv %{buildroot}/doclist.lst .
+
+%files -n python3-light-famd -f filelist.lst
+%dir %{python3_sitelib}/*
+
+%files help -f doclist.lst
+%{_docdir}/*
+
+%changelog
+* Wed May 17 2023 Python_Bot <Python_Bot@openeuler.org> - 0.0.3-1
+- Package Spec generated