clizard is a Python library for Reusable rich-based interactive CLI framework
Project description
Key Features
| Feature | Description |
|---|---|
| Parametric Fitting | Fit distributions on empirical data X. |
| Non-Parametric Fitting | Fit distributions on empirical data X using non-parametric approaches (quantile, percentiles). |
| Discrete Fitting | Fit distributions on empirical data X using binomial distribution. |
| Predict | Compute probabilities for response variables y. |
| Synthetic Data | Generate synthetic data. |
| Plots | Varoius plotting functionalities. |
Resources and Links
- Example Notebooks: Examples
- Blog Posts: Medium
- Documentation: Website
- Bug Reports and Feature Requests: GitHub Issues
Background
-
For the parametric approach, The clizard library can determine the best fit across 89 theoretical distributions. To score the fit, one of the scoring statistics for the good-of-fitness test can be used used, such as RSS/SSE, Wasserstein, Kolmogorov-Smirnov (KS), or Energy. After finding the best-fitted theoretical distribution, the loc, scale, and arg parameters are returned, such as mean and standard deviation for normal distribution.
-
For the non-parametric approach, the clizard library contains two methods, the quantile and percentile method. Both methods assume that the data does not follow a specific probability distribution. In the case of the quantile method, the quantiles of the data are modeled whereas for the percentile method, the percentiles are modeled.
Installation
Install clizard from PyPI
pip install clizard
Install from Github source
pip install git+https://github.com/erdogant/clizard
Imort Library
import clizard
print(clizard.__version__)
# Import library
from clizard import clizard
Examples
Example: Quick start to find best fit for your input data
# [clizard] >INFO> fit
# [clizard] >INFO> transform
# [clizard] >INFO> [norm ] [0.00 sec] [RSS: 0.00108326] [loc=-0.048 scale=1.997]
# [clizard] >INFO> [expon ] [0.00 sec] [RSS: 0.404237] [loc=-6.897 scale=6.849]
# [clizard] >INFO> [pareto ] [0.00 sec] [RSS: 0.404237] [loc=-536870918.897 scale=536870912.000]
# [clizard] >INFO> [dweibull ] [0.06 sec] [RSS: 0.0115552] [loc=-0.031 scale=1.722]
# [clizard] >INFO> [t ] [0.59 sec] [RSS: 0.00108349] [loc=-0.048 scale=1.997]
# [clizard] >INFO> [genextreme] [0.17 sec] [RSS: 0.00300806] [loc=-0.806 scale=1.979]
# [clizard] >INFO> [gamma ] [0.05 sec] [RSS: 0.00108459] [loc=-1862.903 scale=0.002]
# [clizard] >INFO> [lognorm ] [0.32 sec] [RSS: 0.00121597] [loc=-110.597 scale=110.530]
# [clizard] >INFO> [beta ] [0.10 sec] [RSS: 0.00105629] [loc=-16.364 scale=32.869]
# [clizard] >INFO> [uniform ] [0.00 sec] [RSS: 0.287339] [loc=-6.897 scale=14.437]
# [clizard] >INFO> [loggamma ] [0.12 sec] [RSS: 0.00109042] [loc=-370.746 scale=55.722]
# [clizard] >INFO> Compute confidence intervals [parametric]
# [clizard] >INFO> Compute significance for 9 samples.
# [clizard] >INFO> Multiple test correction method applied: [fdr_bh].
# [clizard] >INFO> Create PDF plot for the parametric method.
# [clizard] >INFO> Mark 5 significant regions
# [clizard] >INFO> Estimated distribution: beta [loc:-16.364265, scale:32.868811]
Example: Plot summary of the tested distributions
After we have a fitted model, we can make some predictions using the theoretical distributions. After making some predictions, we can plot again but now the predictions are automatically included.
Contributors
Setting up and maintaining bnlearn has been possible thanks to users and contributors. Thanks to:
Maintainer
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