Inferential Network Analysis

Skyler J Cranmer author Bruce A Desmarais author Jason W Morgan author

Format:Hardback

Publisher:Cambridge University Press

Published:19th Nov '20

Currently unavailable, and unfortunately no date known when it will be back

This hardback is available in another edition too:

Inferential Network Analysis cover

Pioneering introduction of unprecedented breadth and scope to inferential and statistical methods for network analysis.

Introduces foundational statistical models for network data, augmenting theoretical discussion with applications across the social sciences implemented in the R language. An introductory text or reference for researchers, graduate students, and advanced undergraduate students across the social, mathematical, computational and physical sciences.This unique textbook provides an introduction to statistical inference with network data. The authors present a self-contained derivation and mathematical formulation of methods, review examples, and real-world applications, as well as provide data and code in the R environment that can be customised. Inferential network analysis transcends fields, and examples from across the social sciences are discussed (from management to electoral politics), which can be adapted and applied to a panorama of research. From scholars to undergraduates, spanning the social, mathematical, computational and physical sciences, readers will be introduced to inferential network models and their extensions. The exponential random graph model and latent space network model are paid particular attention and, fundamentally, the reader is given the tools to independently conduct their own analyses.

'The family of exponential random graph models have advanced with a number of extensions in recent years, many of them developed by the present authors. Encapsulating these advances with other methods of inferential analysis in a single reference that combines essential theory with hands-on examples makes this book a must-have for network modeling practitioners who want to use these powerful tools.' Peter Mucha, UNC Chapel Hill

ISBN: 9781107158122

Dimensions: 235mm x 156mm x 22mm

Weight: 580g

314 pages