3-Computer Science-Systems-Computer Vision-Algorithms-Regression

regression algorithms

Factors, properties, or structures can correlate with response values {regression algorithms}.

regression

Regression analysis finds property and structure relationships. Multiple linear regression measures linear-component dependence on properties and finds descriptor coefficients. Non-linear regression is a parametric method that finds descriptor coefficients. Ridge regression is another regression method.

correlation

Factors can correlate, with correlation coefficients. Variance-covariance matrices {correlation matrix, vision} are complete, symmetric, square matrices that use property values and structure values, which can scale to normalize data. Partial least-squares can simplify variance-covariance matrix {matrix diagonalization, vision} {matrix bidiagonalization method, regression}.

Spearman rank correlation coefficient can measure molecular similarity.

least-squares

Ordinary least-squares {classical least-squares, vision} {least-squares regression, vision} {linear least-squares regression, vision} {multiple least-squares regression, vision} {multivariate least-squares regression, vision} can find descriptor coefficients by minimizing distances between values and regression line. Inverse least-squares inverts fitting method.

adaptive least-squares

Adaptive least-squares modifies ordinary least-squares by weighting or classes.

adaptive least-squares: fuzzy

Features can be in different classes with different weights.

partial least-squares

PLS uses least-squares to find independent variables and dependencies among variables. PLS maximizes latent-variable and observable covariation. PLS diagonalizes variance-covariance matrix. Multi-block PLS uses groups. Kernel algorithm is about covariation.

partial least-squares: Comparative Molecular Field Analysis

Partial least-squares methods (CoMFA) can analyze grids around sites and find grid-point interactions, to make sampled-point descriptors.

partial least-squares: Generating Optimal Linear PLS Estimations

GOLPE uses PLS and D-optimal design to select variables and then cross-validates.

partial least-squares: SAMPLS algorithm

Partial least-squares and trend vector analysis can work together.

non-least-squares

Non-least-squares methods can detect non-linear relationships.

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Date Modified: 2022.0225