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Update report_thesis/src/sections/background/preprocessing/pca.tex
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Co-authored-by: Pattrigue <[email protected]>
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chhoumann and Pattrigue authored Jun 3, 2024
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\subsubsection{Principal Component Analysis (PCA)}\label{subsec:pca}
\gls{pca} is a dimensionality reduction technique used to reduce the number of features in a dataset while retaining as much information as possible.
We provide an intuitive explanation of \gls{pca} in this section based on \citet{dataminingConcepts} and \citet{Vasques2024}.
We provide an overview of \gls{pca} in this section based on \citet{dataminingConcepts} and \citet{Vasques2024}.

\gls{pca} works by identifying the directions in which the\\$n$-dimensional data varies the most and projects the data onto these $k$ dimensions, where $k \leq n$.
This projection results in a lower-dimensional representation of the data.
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