Constructive Asymptotic Codes with an Improvement on the Tsfasman-Vlăduţ-Zink and Xing Bounds

Date

2004-01-01

Author

Niederreiter, Harald
Özbudak, Ferruh

Metadata

Show full item record

Item Usage Stats

URI

http://link.springer.com/chapter/10.1007%2F978-3-0348-7865-4_18
https://hdl.handle.net/11511/77625

Relation

Coding Cryptography and Combinatorics

Collections

Department of Mathematics, Book / Book chapter

Suggestions

Nonlinear realizations of Broken Su (3) X Su (3) For Pseudoscalar mesons and Applications. Serdaroglu, Meral (1972)
Discrete linear Hamiltonian systems: Lyapunov type inequalities, stability and disconjugacy criteria Zafer, Ağacık (2012-12-15) In this paper, we first establish new Lyapunov type inequalities for discrete planar linear Hamiltonian systems. Next, by making use of the inequalities, we derive stability and disconjugacy criteria. Stability criteria are obtained with the help of the Floquet theory, so the system is assumed to be periodic in that case.
Optimal spline approximations with variable knots. Erkanlı, Alaattin; Department of Mathematics (1984)
Convex envelope results and strong formulations for a class of mixed-integer programs Denizel, M; Erenguc, SS; Sherali, HD (1996-06-01) In this article we present a novel technique for deriving the convex envelope of certain nonconvex fixed-charge functions of the type that arise in several related applications that have been considered in the literature. One common attribute of these problems is that they involve choosing levels for the undertaking of several activities. Two or more activities share a common resource, and a fixed charge is incurred when any of these activities is undertaken at a positive level. We consider nonconvex progra...
Numerical teratment of multiparameter eigenvalue problems. Durgun, Levent; Department of Computer Engineering (1985)

Citation Formats

H. Niederreiter and F. Özbudak, Constructive Asymptotic Codes with an Improvement on the Tsfasman-Vlăduţ-Zink and Xing Bounds. 2004, p. 275.