About “An Introduction to Geometrical Probability”
This book explores geometric probability, focusing on the properties of basic geometrical objects like points, lines, planes, circles, and spheres. It examines fundamental concepts such as random points, random planes, and random directions. The text also discusses methods for assigning probability measures to these random geometrical objects. The content is theoretical and foundational, aimed at providing a clear understanding of how probability applies to geometric structures.
Book details
- First published
- 1999
- Pages
- 576
Frequently asked questions
How many pages is An Introduction to Geometrical Probability?
An Introduction to Geometrical Probability by A. M. Mathai has 576 pages.
