Nonconvex programming problems Optimality, duality and related aspects
By: Contributor(s): Material type:
TextLanguage: English Publication details: 2004Description: 209p. p. cmSubject(s):
Dissertations
There are no comments on this title.
-
1
Acquisition of finiteness
by Blom Elma -
2
Case study in syntactic markedness
by Van Riemsdijk H G -
3
Development in prosodic systems
by Fikkert Paula Ed. -
4
Fruits of empirical linguistics
by Winkler Susanne Ed. -
5
Fruits of empirical linguistics
by Featherston Sam Ed. -
6
Generative studies on creole languages
by Muysken Peter ed -
7
Grammar of emphasis
by Trotzke Andreas Au. -
8
Lectures on Government of binding
by Chomsky Noam -
9
Lectures on Government of binding
by Chomsky Noam -
10
Levels of syntactic representation
by May Robert ed -
11
Levels of syntactic representation
by May Robert ed -
12
Living on the edge
by Ploch Stefan Ed. -
13
Locality principles in syntax
by Koster Jan -
14
Movement theory of anaphora
by Abe Jun -
15
On the conmtent of empty catagories
by Bouchard Denis -
16
Parametric syntax
by Borer Hagit -
17
Parenthesis and ellipsis
by Kluck Marlies Ed. -
18
Semi lexical categories
by Corver Norbert Ed. -
19
Syntactic modularity
by Hermon Gabriella -
20
Vowel harmony and correspondence theory
by Kramer Martin
Nonconvex programming problems
APA
Govil Misha G, University of Delhi. Faculty of Mathematical Sciences. Department of Mathematics, Dr. Surjeet Kaur Suneja Gu & University of Delhi. Faculty of Mathematical Sciences. Department of Mathematics. (2004). Nonconvex programming problems. : .
Chicago
Govil Misha G, University of Delhi. Faculty of Mathematical Sciences. Department of Mathematics, Dr. Surjeet Kaur Suneja Gu and University of Delhi. Faculty of Mathematical Sciences. Department of Mathematics. 2004. Nonconvex programming problems. : .
Harvard
Govil Misha G, University of Delhi. Faculty of Mathematical Sciences. Department of Mathematics, Dr. Surjeet Kaur Suneja Gu and University of Delhi. Faculty of Mathematical Sciences. Department of Mathematics. (2004). Nonconvex programming problems. : .
MLA
Govil Misha G, University of Delhi. Faculty of Mathematical Sciences. Department of Mathematics, Dr. Surjeet Kaur Suneja Gu and University of Delhi. Faculty of Mathematical Sciences. Department of Mathematics. Nonconvex programming problems. : . 2004.
