Transversality Conditions for Infinite Horizon Variational Problems on
  Time Scales

A.B. Malinowska; A.C. Chiang; Agnieszka B. Malinowska; B. Beavis; C.C. Von Weiszacker; D. Cai; D. Gale; D. Kravvaritis; Delfim F. M. Torres; F. Giannessi; F. Ramsey; F.M. Atici; F.M. Atici; F.M. Atici; I.E. Schochetman; M. Bohner; M. Bohner; M. Bohner; M. Bohner; N. Martins; Natália Martins; P. Michel; P.M. Pardalos; P.S. Dasgupta; R. Almeida; R. Okomura; S. Lang; T. Kamihigashi; W.A. Brock; Z. Bartosiewicz

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Transversality Conditions for Infinite Horizon Variational Problems on Time Scales

Authors: A.B. Malinowska
A.C. Chiang
Agnieszka B. Malinowska
B. Beavis
C.C. Von Weiszacker
D. Cai
D. Gale
D. Kravvaritis
Delfim F. M. Torres
F. Giannessi
F. Ramsey
F.M. Atici
F.M. Atici
F.M. Atici
I.E. Schochetman
M. Bohner
M. Bohner
M. Bohner
M. Bohner
N. Martins
Natália Martins
P. Michel
P.M. Pardalos
P.S. Dasgupta
R. Almeida
R. Okomura
S. Lang
T. Kamihigashi
W.A. Brock
Z. Bartosiewicz
Publication date: 20 March 2010
Publisher: 'Springer Science and Business Media LLC'
Doi

Abstract

We consider problems of the calculus of variations on unbounded time scales. We prove the validity of the Euler-Lagrange equation on time scales for infinite horizon problems, and a new transversality condition.Comment: Submitted 6-October-2009; Accepted 19-March-2010 in revised form; for publication in "Optimization Letters"

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