Statistical Modeling and Machine Learning for Molecular Biology / Edition 1

Statistical Modeling and Machine Learning for Molecular Biology / Edition 1

by Alan Moses
ISBN-10:
1482258595
ISBN-13:
9781482258592
Pub. Date:
12/15/2016
Publisher:
Taylor & Francis
ISBN-10:
1482258595
ISBN-13:
9781482258592
Pub. Date:
12/15/2016
Publisher:
Taylor & Francis
Statistical Modeling and Machine Learning for Molecular Biology / Edition 1

Statistical Modeling and Machine Learning for Molecular Biology / Edition 1

by Alan Moses
$84.95
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Overview

Molecular biologists are performing increasingly large and complicated experiments, but often have little background in data analysis. The book is devoted to teaching the statistical and computational techniques molecular biologists need to analyze their data. It explains the big-picture concepts in data analysis using a wide variety of real-world molecular biological examples such as eQTLs, ortholog identification, motif finding, inference of population structure, protein fold prediction and many more. The book takes a pragmatic approach, focusing on techniques that are based on elegant mathematics yet are the simplest to explain to scientists with little background in computers and statistics.

Product Details

ISBN-13: 9781482258592
Publisher: Taylor & Francis
Publication date: 12/15/2016
Series: Chapman & Hall/CRC Computational Biology Series
Pages: 280
Product dimensions: 6.10(w) x 9.20(h) x 0.70(d)

About the Author

Alan M Moses is currently Associate Professor and Canada Research Chair in Computational Biology in the Departments of Cell & Systems Biology and Computer Science at the University of Toronto. His research touches on many of the major areas in computational biology, including DNA and protein sequence analysis, phylogenetic models, population genetics, expression profiles, regulatory network simulations and image analysis.

Table of Contents

Introduction. Statistical modeling. Statistics and probability. Multiple testing. Multivariate statistics and parameter estimation. Clustering. Distance-based. Gaussian mixture models. Simple linear regression. Multiple regression and generalized linear models. Regularization. Linear classification. Non-linear classification. Evaluating classifiers and ensemble methods. Correlated data in one dimension. Hidden-Markov models. Local regression.
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