STOCHASTIC ANALYSIS OF SCALING TIME SERIES: FROM TURBULENCE THEORY TO APPLICATIONS

Schmitt, François G.; Huang, Yongxiang

ISBN 10: 1107067618 / ISBN 13: 9781107067615

Published by Cambruidge University Press, Cambridge, UK, 2016

About this Item

Tall Octavo, xxv, [1], 203 pages. In Very Good minus condition. Spine navy and sky blue with green and white lettering. Mild shelf wear to boards, including bumping with slight material loss to head, tail, and corners; interior pages clean, creasing from removed paperclip on pp. 81-93. Shelved in Math. 1401521. Shelved Dupont Bookstore.

Seller Inventory # 1401521

Bibliographic Details

• Title: STOCHASTIC ANALYSIS OF SCALING TIME SERIES: FROM TURBULENCE THEORY TO APPLICATIONS
• Publisher: Cambruidge University Press, Cambridge, UK
• Publication Date: 2016
• Language: English
• ISBN 10: 1107067618
• ISBN 13: 9781107067615
• Binding: Hardcover
• Edition: First Edition, First Printing.
• Seller catalogs:
  • Sciences, Math, Medicine, & Natural History
  • Dupont Circle

About this title

Synopsis

Multi-scale systems, involving complex interacting processes that occur over a range of temporal and spatial scales, are present in a broad range of disciplines. Several methodologies exist to retrieve this multi-scale information from a given time series; however, each method has its own limitations. This book presents the mathematical theory behind the stochastic analysis of scaling time series, including a general historical introduction to the problem of intermittency in turbulence, as well as how to implement this analysis for a range of different applications. Covering a variety of statistical methods, such as Fourier analysis and wavelet transforms, it provides readers with a thorough understanding of the techniques and when to apply them. New techniques to analyse stochastic processes, including empirical mode decomposition, are also explored. Case studies, in turbulence and ocean sciences, are used to demonstrate how these statistical methods can be applied in practice, for students and researchers.

About the Authors

François G. Schmitt is Research Professor in the Laboratory of Oceanography and Geosciences at the Centre National de la Recherche Scientifique (CNRS), France. His research interests include turbulence and nonlinear variability in geophysics, marine turbulence, and multifractal analysis and modelling.

Yongxiang Huang is Associate Professor in the State Key Laboratory of Marine Environmental Science at Xiamen University, China. He was awarded the 2013 Division Outstanding Young Scientists Award by the European Geosciences Union in Nonlinear Processes in Geosciences.