Boundary value problems associated with generalized Q-holomorphic functions

Boundary Value Problems in Generalized Thermodiffusive Elastic Medium

In the present study, the boundary value problems in generalized thermodiffusive elastic medium has been investigated as a result of inclined load. The inclined load is assumed to be a linear combination of normal load and tangential load. Laplace transform with respect to time variable and Fourier transform with respect to space variable are applied to solve the problem. As an application of t...

Boundary Value Problems for q-Difference Inclusions

and Applied Analysis 3 and for a 0, we denote Iqf x ∫x 0 f t dqt ∞ ∑ n 0 x ( 1 − qqnfxqn, 2.4 provided the series converges. If a ∈ 0, b and f is defined in the interval 0, b , then ∫b a f t dqt ∫b 0 f t dqt − ∫a 0 f t dqt. 2.5 Similarly, we have I0 qf t f t , I n q f t IqI n−1 q f t , n ∈ . 2.6

Holomorphic functions associated with indeterminate rational moment problems

We consider indeterminate rational moment problems on the real line with their associated orthogonal rational functions. There exists a Nevanlinna type parameterization relating to the problem, with associated Nevanlinna matrices of functions having singularities in the closure of the set of poles of the rational functions belonging to the problem. We prove that the growth at the isolated singu...

Approximating Initial-Value Problems with Two-Point Boundary-Value Problems: BBM-Equation

Computation of Green's functions for boundary value problems with Mathematica

This paper is devoted to construct an algorithm that allows us to calculate the explicit expression of the Green’s function related to a n – order linear ordinary differential equation, with constant coefficients, coupled with two – point linear boundary conditions. We develop this algorithm by making a Mathematica package.