Review of applications of the Cutting Angle methods

Beliakov, Gleb 2005, Review of applications of the Cutting Angle methods, in Continuous optimization, Springer US, New York, N.Y., pp.209-248.

Attached Files (Some files may be inaccessible until you login with your Deakin Research Online credentials)
Name			Description	MIMEType		Size	Downloads

Title	Review of applications of the Cutting Angle methods
Author(s)	Beliakov, Gleb
Title of book	Continuous optimization
Editor(s)	Jeyakumar, Vaithilingam Rubinov, Alexander
Publication date	2005
Series	Applied optimization, vol. 99
Chapter number	7
Total chapters	16
Start page	209
End page	248
Total pages	40
Publisher	Springer US
Place of Publication	New York, N.Y.
Keyword(s)	global optimization abstract convexity cutting angle method random variate generation uniform approximation
Summary	The theory of abstract convexity provides us with the necessary tools for building accurate one-sided approximations of functions. Cutting angle methods have recently emerged as a tool for global optimization of families of abstract convex functions. Their applicability have been subsequently extended to other problems, such as scattered data interpolation. This paper reviews three different applications of cutting angle methods, namely global optimization, generation of nonuniform random variates and multivatiate interpolation.
Notes	The original publication is available at www.springerlink.com
ISBN	9780387267692 9780387267715 0387267697 0387267719
ISSN	1384-6485
Language	eng
Field of Research	010303 Optimisation
HERDC Research category	B1.1 Book chapter
ERA Research output type	B Book chapter
Copyright notice	©2005, Springer US
Persistent URL	http://hdl.handle.net/10536/DRO/DU:30015935

Document type:	Book Chapter
Collection:	School of Information Technology

Access Statistics:	420 Abstract Views, 5 File Downloads - Detailed Statistics
Created:	Tue, 18 Nov 2008, 10:16:44 EST by Gabrielle Lamb

Deakin Research Online