Machine Learning in Geomechanics 1: Overview of Machine Learning, Unervised Learning, Regression, Classification...

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Ioannis Stefanou (ECN, France) Félix Darve (Grenoble Alpes University, France)

Machine Learning in Geomechanics 1

Overview of Machine Learning, Unervised Learning, Regression, Classification and Artificial...

Ioannis Stefanou (ECN, France), Félix Darve (Grenoble Alpes University, France)

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English

ISTE Ltd
15 October 2024

Geophysics; Machine learning

Series: ISTE Consignment

Machine learning has led to incredible achievements in many different fields of science and technology. These varied methods of machine learning all offer powerful new tools to scientists and engineers and open new paths in geomechanics.

The two volumes of Machine Learning in Geomechanics aim to demystify machine learning. They present the main methods and provide examples of its applications in mechanics and geomechanics. Most of the chapters provide a pedagogical introduction to the most important methods of machine learning and uncover the fundamental notions underlying them.

Building from the simplest to the most sophisticated methods of machine learning, the books give several hands-on examples of coding to assist readers in understanding both the methods and their potential and identifying possible pitfalls.

Edited by: Ioannis Stefanou (ECN France), Félix Darve (Grenoble Alpes University, France)
Imprint: ISTE Ltd
Country of Publication: United Kingdom
ISBN: 9781789451924
ISBN 10: 1789451922
Series: ISTE Consignment
Pages: 272
Publication Date: 15 October 2024
Audience: Professional and scholarly , Undergraduate
Format: Hardback
Publisher's Status: Active

Ioannis Stefanou is Professor at ECN, France, and leads several geomechanics projects. His main research interests include mechanics, geomechanics, control, induced seismicity and machine learning. Félix Darve is Emeritus Professor at the Soils Solids Structures Risks (3SR) laboratory, Grenoble-INP, Grenoble Alpes University, France. His research focuses on computational geomechanics.