Multiple periodic solutions for a fourth-order discrete Hamiltonian system
Journal Title: Surveys in Mathematics and its Applications - Year 2010, Vol 5, Issue 0
Abstract
By means of a three critical points theorem proposed by Brezis and Nirenberg and a general version of Mountain Pass Theorem, we obtain some multiplicity results for periodic solutions of a fourth-order discrete Hamiltonian system <CENTER>Î<SUP>4</SUP>u(t-2)+â F(t,u(t))=0 for all tâ <B>Z</B>.</CENTER>
Authors and Affiliations
Jianwen Zhou, Yongkun Li
Optimal Alternative to the Akima's Method of Smooth Interpolation Applied in Diabetology
It is presented a new method of cubic piecewise smooth interpolation applied to experimental data obtained by glycemic profile for diabetics. This method is applied to create a soft useful in clinical diabetology. The me...
Common fixed point theorem for hybrid pairs of r-weakly commuting mappings
In this paper we established a common fixed point theorem for four mappings f,g (crisp) and S,T (fuzzy) of R-weakly commuting mapping in a metric space.
Subordination and superordination for certain analytic functions containing fractional integral
The purpose of the present article is to derive some subordination and superordination results for certain normalized analytic functions involving fractional integral operator. Moreover, this result is applied to find a...
Fixed points for multivalued contractions on a metric space
The purpose of this paper is to prove a fixed point theorem for multivalued operators and a fixed point theorem for multivalued weakly Picard operators in the terms of Ï -distance.
On the Linking Algebra of Hilbert Modules and Morita Equivalence of Locally C<sup>*</sup>-Algebras
In this paper we introduce the notion of linking algebra of a Hilbert module over a locally C<sup>*</sup>-algebra and we extend in the context of locally C<sup>*</sup>-algebras a result of Brown,...