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TIME-FREQUENCY AND TIME-SCALE CANONICAL REPRESENTATIONS OF DOUBLY SPREAD CHANNELS
TIME-FREQUENCY TIME-SCALE CANONICAL REPRESENTATIONS DOUBLY SPREAD CHANNELS
2015/9/29
A general technique for the generation of canonical channel models and demonstrate the application of the technique to time-frequency and time-scale integral kernel operators is developed. As an examp...
Reduction of Markov chains with two-time-scale state transitions
Reduction Markov chain time scale approximation limit behavior
2014/12/5
We consider a general class of two-time-scale Markov chains whose transition rate matrices
depend on a parameterI. We assume that some transition rates of the Markov chain will tend to
infinity as I...
Slow Manifolds for Multi-Time-Scale Stochastic Evolutionary Systems
Slow Manifolds Multi-Time-Scale Stochastic Evolutionary Systems Probability
2012/5/24
This article deals with invariant manifolds for infinite dimensional random dynamical systems with different time scales. Such a random system is generated by a coupled system of fast-slow stochastic ...
TIME SCALE HARDY-KNOPP TYPE INTEGRAL INEQUALITIES
Weights Hardy inequality Delta integral
2008/11/28
This paper deals with Hardy-Knopp type integral inequalities involving many functions
and Hardy-Knopp type integral inequalities with a general kernel on time scales.
Explicit Estimates on Integral Inequalities with Time Scale
Explicit estimates Time scale Gronwall inequality Bihari's Inequality
2008/7/1
The main objective of this paper is to obtain explicit estimates on some integral inequalities on time scale. The obtained inequalities can be used as tools in the study of certain classes of dynamic ...
Time Scale Integral Inequalities Similar to Qi's inequality
Qi's inequality Time Scale Integral Inequalities
2008/6/26
In this study, some integral inequalities and Qi's inequalities of which is proved by the Bougoffa [5] - [7] are extended to the general time scale.
Some recent and classical integral inequalities are extended to the general time-scale calculus, including the inequalities of Steffensen, Iyengar, Cebysev, and Hermite-Hadamard.