Abstract A differential equation is a relationship between a function and its deriva-tives which are naturally appeared in many disciplines. They might have coefficients as constant and polynomials. There are several methods to solve a differential equa-tion. But there is no general method to solve all the differential equations. Different problem might require different techniques. In this work after reviewing the present solution techniques we introduce some of the differential equations with distributional coefficients and make some comparisons between the solutions
summary:The paper deals with the linear differential equation (0.1) $(pu')'+q'u=f''$ with distributi...
In a series of papers, we discussed the solution of Laplace’s differential equation (DE) by using fr...
Divergent series of Dirac delta functions have been used in the solution of ordinary and functional ...
Abstract. In this paper we prove a theorem on the existence and uniqueness of the solution of the Ca...
ABSTRACT. A brief survey of recent results on distributional and entire solutlosof ordinary differen...
A solution theory for switched linear differential-algebraic equations (DAEs) is developed. To allow...
ABSTRACT. A brief survey of recent results on distributional and entire solutlosof ordinary differen...
The initial-value problem of a fractional differential equation is studied, assuming that the initia...
AbstractDistributional solutions for certain classes of ordinary differential and functional differe...
AbstractWe present the distributional solutions to the hypergeometric differential equation. These s...
The particular solutions of inhomogeneous differential equations with polynomial coefficients in ter...
The particular solutions of inhomogeneous differential equations with polynomial coefficients in ter...
The aim of this book is to provide a comprehensive introduction to the theory of distributions, by t...
In a series of papers, we discussed the solution of Laplace’s differential equation (DE) by using fr...
AbstractWith the help of our distributional product we define four types of new solutions for first ...
summary:The paper deals with the linear differential equation (0.1) $(pu')'+q'u=f''$ with distributi...
In a series of papers, we discussed the solution of Laplace’s differential equation (DE) by using fr...
Divergent series of Dirac delta functions have been used in the solution of ordinary and functional ...
Abstract. In this paper we prove a theorem on the existence and uniqueness of the solution of the Ca...
ABSTRACT. A brief survey of recent results on distributional and entire solutlosof ordinary differen...
A solution theory for switched linear differential-algebraic equations (DAEs) is developed. To allow...
ABSTRACT. A brief survey of recent results on distributional and entire solutlosof ordinary differen...
The initial-value problem of a fractional differential equation is studied, assuming that the initia...
AbstractDistributional solutions for certain classes of ordinary differential and functional differe...
AbstractWe present the distributional solutions to the hypergeometric differential equation. These s...
The particular solutions of inhomogeneous differential equations with polynomial coefficients in ter...
The particular solutions of inhomogeneous differential equations with polynomial coefficients in ter...
The aim of this book is to provide a comprehensive introduction to the theory of distributions, by t...
In a series of papers, we discussed the solution of Laplace’s differential equation (DE) by using fr...
AbstractWith the help of our distributional product we define four types of new solutions for first ...
summary:The paper deals with the linear differential equation (0.1) $(pu')'+q'u=f''$ with distributi...
In a series of papers, we discussed the solution of Laplace’s differential equation (DE) by using fr...
Divergent series of Dirac delta functions have been used in the solution of ordinary and functional ...