| details_discrim_linear_sparsediscrim | R Documentation |
Functions in the sparsediscrim package fit different types of linear discriminant analysis model that regularize the estimates (like the mean or covariance).
For this engine, there is a single mode: classification
This model has 1 tuning parameter:
regularization_method: Regularization Method (type: character,
default: ‘diagonal’)
The possible values of this parameter, and the functions that they execute, are:
"diagonal": sparsediscrim::lda_diag()
"min_distance":
sparsediscrim::lda_emp_bayes_eigen()
"shrink_mean":
sparsediscrim::lda_shrink_mean()
"shrink_cov":
sparsediscrim::lda_shrink_cov()
The discrim extension package is required to fit this model.
library(discrim)
discrim_linear(regularization_method = character(0)) |>
set_engine("sparsediscrim") |>
translate()
## Linear Discriminant Model Specification (classification) ## ## Main Arguments: ## regularization_method = character(0) ## ## Computational engine: sparsediscrim ## ## Model fit template: ## discrim::fit_regularized_linear(x = missing_arg(), y = missing_arg(), ## method = character(0))
Factor/categorical predictors need to be converted to numeric values
(e.g., dummy or indicator variables) for this engine. When using the
formula method via fit(), parsnip will
convert factor columns to indicators.
Variance calculations are used in these computations so zero-variance predictors (i.e., with a single unique value) should be eliminated before fitting the model.
The underlying model implementation does not allow for case weights.
lda_diag(): Dudoit, Fridlyand and Speed (2002) Comparison of
Discrimination Methods for the Classification of Tumors Using Gene
Expression Data, Journal of the American Statistical Association,
97:457, 77-87.
lda_shrink_mean(): Tong, Chen, Zhao, Improved mean estimation and
its application to diagonal discriminant analysis, Bioinformatics,
Volume 28, Issue 4, 15 February 2012, Pages 531-537.
lda_shrink_cov(): Pang, Tong and Zhao (2009), Shrinkage-based
Diagonal Discriminant Analysis and Its Applications in
High-Dimensional Data. Biometrics, 65, 1021-1029.
lda_emp_bayes_eigen(): Srivistava and Kubokawa (2007), Comparison of
Discrimination Methods for High Dimensional Data, Journal of the
Japan Statistical Society, 37:1, 123-134.
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