Uniqueness of Solutionfor Nonlinear Implicit Fractional Differential Equation
Journal Title: JOURNAL OF ADVANCES IN MATHEMATICS - Year 2016, Vol 12, Issue 11
Abstract
We study the uniquenessof solutionfor nonlinear implicit fractional differential equation with initial condition involving Caputo fractional derivative. The technique used in our analysis is based on an application of Bihari and Medved inequalities.
Authors and Affiliations
Haribhau Laxman Tidke
Mathematical modelling and sensitivity analysis of HIV-TB co-infection.
In this paper, we formulated a new nine (9) compartmental mathematical model to have better understanding of parameters that influence the dynamical spread of Human immunodeficiency virus (HIV) interacting with Tuberculo...
On the Remes Algorithm for Rational Approximations
This paper is concerned with the minimax approximation of a discrete data set by rational functions. The second algorithm of Remes is applied. A crucial stage of this algorithm is solving the nonlinear system of leveling...
OSCILLATION OF THREE DIMENSIONAL NEUTRAL DELAYDIFFERENCE SYSTEMS
This paper deals with the some oscillation criteria for the three dimensional neutral delay difference system of the form Δ xn+pnxn-k =bnynα Δ yn =cn znβ Δ(zn)=-anxn-l+1γ , n=1,2,…, Examples illustrating the resu...
The Vibration reduction of a cantilever beam subjected to parametric excitation using time delay feedback
In this paper, dynamical behavior of a cantilever beam subject to parametric excitation under state feedback control with time delay is analyzed. The method of multiple scale perturbation technique is applied to obtain t...
Bayesian estimation for the birth and death stochastic Markov chain.
In science and technology, applications of Markov chain models are varied. We consider the stochastic Markov chain by adding a stochastic term to the deterministic Markov chain. In this work, we intend the Bayesian estma...