Functional dynamic polymers, "dynamers", are used to design new membrane materials.
These new functional dynamic responses should also have potential application in other similar watershed models.
Recently, some authors have paid much attention to the existence of positive solutions for functional dynamic equations on time scales [1 8], especially for the p-Laplacian functional dynamic equations on time scales [1, 3 8].
Lark SD, Pasupuleti S. Validity of a functional dynamic walking test for the elderly.
The existence problem of periodic solutions is an important topic in qualitative analysis of functional dynamic equations.
Functional dynamic cine imaging can also be performed using retrospective ECG gating, albeit at a higher radiation dose.
The authors study the boundary value problems for a -Laplacian functional dynamic equation on a time scale,,,,,,.
In these functional, dynamic systems, physical, chemical, and pharmacological perturbations are holistically reflected by the tissue responses.
We study oscillation and asymptotic behavior of a class of third-order half-linear functional dynamic equations with an unbounded neutral coefficient.
This paper is concerned with the existence and nonexistence of positive solutions of the -Laplacian functional dynamic equation on a time scale,,,,,,.
In this paper, we introduce the concept of Δ-sub-derivative on time scales to define ε-equivalent impulsive functional dynamic equations on almost periodic time scales.
