discrimintools.summaryDiCA#
- discrimintools.summaryDiCA(obj, digits=4, detailed=False, to_markdown=False, tablefmt='github', **kwargs)[source]#
-
Printing summaries of Discriminant Correspondence Analysis model.
- Parameters:
-
digits (int, default = 4) – The number of decimal printed.
detailed (bool, default = False) – To print detailed summaries.
to_markdown (bool, default = False) – To print summaries in markdown-friendly format. Requires the tabulate. package.
tablefmt (str, default = “github”) – The table format.
**kwargs – additionals parameters. These parameters will be passed to tabulate.
- Return type:
-
NoneType
See also
summaryCANDISC-
Printing summaries of Canonical Discriminant Analysis model.
summaryCPLS-
Printing summaries of Partial Least Squares for Classification model.
summaryDA-
Printing summaries of Discriminant Analysis model.
summaryDISCRIM-
Printing summaries of Discriminant Analysis (linear and quadratic) model.
summaryGFALDA-
Printing summaries of General Factor Analysis Linear Discriminant Analysis model.
summaryMDA-
Printing summaries of Mixed Discriminant Analysis model.
summaryPLSDA-
Printing summaries of Partial Least Squares Discriminant Analysis model.
summaryPLSLDA-
Printing summaries of Partial Least Squares Linear Discriminant Analysis model.
summarySTEPDISC-
Printing summaries of Stepwise Discriminant Analysis model.
Examples
>>> from discrimintools.datasets import load_divay >>> from discrimintools import DiCA, summaryDiCA >>> D = load_divay() # load training data >>> y, X = D["Region"], D.drop(columns=["Region"]) # split into X and y >>> clf = DiCA() >>> clf.fit(X,y) DiCA() >>> summaryDiCA(clf) Discriminant Correspondence Analysis - Results Class Level Information: Frequency Proportion Prior Probability Beaujolais 4 0.3333 0.3333 Loire 4 0.3333 0.3333 Rhone 4 0.3333 0.3333 Importance of components: Eigenvalue Difference Proportion (%) Cumulative (%) Can1 0.2519 0.0504 55.5635 55.5635 Can2 0.2014 NaN 44.4365 100.0000 Canonical correlation: Eigenvalue Total SS Eta Sq. Canonical Correlation Can1 0.2519 4.0879 0.7394 0.8599 Can2 0.2014 3.4864 0.6934 0.8327 Classification (projection) coefficients: Can1 Can2 Woody_A -0.3724 -0.0188 Woody_B 0.0204 0.1559 Woody_C 0.3520 -0.1371 Fruity_A 0.3520 -0.1371 Fruity_B 0.0204 0.1559 Fruity_C -0.3724 -0.0188 Sweet_A 0.2017 0.2855 Sweet_B -0.1309 -0.0582 Sweet_C -0.0163 -0.1247 Alcohol_A 0.0558 -0.3276 Alcohol_B -0.1309 -0.0582 Alcohol_C 0.0815 0.6236 Hedonic_A -0.0000 -0.0000 Hedonic_B -0.0000 -0.0000 Hedonic_C -0.0000 -0.0000 Hedonic_D -0.0000 -0.0000