Directory UMM :Journals:Journal_of_mathematics:EJQTDE:
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The paper shows that the heat equation with initial-boundary conditions can be obtained as the hydrodynamical limit (in a weak sense) for the Goldstein-Taylor model of the
Using the equivalence of the fractional differ-integral problem with the corresponding Volterra integral equation, we prove the existence of L 1 -solution such that the function
Yuan, Multiple positive solutions for the boundary value problem of a nonlinear fractional differential equation , Nonlinear Analysis 71
We formulate the problem of optimizinga convex function over the weakly ecient set of a multicriteria ane fractional program as a special biconvex problem.. We propose a
In this paper an efficient modification of Adomian decomposition method is intro- duced for solving singular initial value problem in the second-order ordinary differential
Here, motivated by the fact that the vorticity is expressed by the second derivative of the stream function, we apply a fast high-order ordinary dierential equation solver to obtain
1) The fundamental question (not addressed) is whether the water potential is a measurement of tension in the liquid in the xylem vessels. There are two derivative questions...
Revised: 28/5/2021 Published: 31/5/2021 KEYWORDS Fractional Brownian motion Fractional Bessel process Fractional stochastic differential equation Malliavin derivative
