Add to ORKG[[abstract]]In this study we let D be the space of innitely dierentiable func- tions with compact support and let D0 be the space of distributions dened on D. Then we solve the following distributional equation in the form of P(D)f = g; where P(D) is a dierential operator and g is given distribution in D0
peer reviewedIn this paper we study the Fréchet functional equation in the n-dimensional Euclidian s...
AbstractWe treat linear partial differential equations of first order with distributional coefficien...
Results on Colombeau product of distributions are derived. They are obtained in Colombeau differenti...
Abstract A differential equation is a relationship between a function and its deriva-tives which are...
We analyse the solvability of a special form of distributed order fractional differential equations ...
AbstractWe construct a generalization of the multiplicative product of distributions presented by L....
"Most of this paper comprises the author's Columbia University thesis, 1953."Includes bibliography.I...
We adopt a defintion of distribution function that, although not new, is not common in the literatur...
summary:The paper deals with the linear differential equation (0.1) $(pu')'+q'u=f''$ with distributi...
In this paper, we prove the structure theorems for the space of compactly supported distributions (E...
summary:In the paper existence and uniqueness results for the linear differential system on the inte...
AbstractIn this paper, we shall apply an operator method for casting and solving the distributional ...
AbstractThe decomposition method is a powerful, nonnumerical method that has been developed by G. Ad...
Elliptic partial differential equations is one of the main and most active areas in mathematics. Thi...
Abstract. In this paper we prove a theorem on the existence and uniqueness of the solution of the Ca...
peer reviewedIn this paper we study the Fréchet functional equation in the n-dimensional Euclidian s...
AbstractWe treat linear partial differential equations of first order with distributional coefficien...
Results on Colombeau product of distributions are derived. They are obtained in Colombeau differenti...
Abstract A differential equation is a relationship between a function and its deriva-tives which are...
We analyse the solvability of a special form of distributed order fractional differential equations ...
AbstractWe construct a generalization of the multiplicative product of distributions presented by L....
"Most of this paper comprises the author's Columbia University thesis, 1953."Includes bibliography.I...
We adopt a defintion of distribution function that, although not new, is not common in the literatur...
summary:The paper deals with the linear differential equation (0.1) $(pu')'+q'u=f''$ with distributi...
In this paper, we prove the structure theorems for the space of compactly supported distributions (E...
summary:In the paper existence and uniqueness results for the linear differential system on the inte...
AbstractIn this paper, we shall apply an operator method for casting and solving the distributional ...
AbstractThe decomposition method is a powerful, nonnumerical method that has been developed by G. Ad...
Elliptic partial differential equations is one of the main and most active areas in mathematics. Thi...
Abstract. In this paper we prove a theorem on the existence and uniqueness of the solution of the Ca...
peer reviewedIn this paper we study the Fréchet functional equation in the n-dimensional Euclidian s...
AbstractWe treat linear partial differential equations of first order with distributional coefficien...
Results on Colombeau product of distributions are derived. They are obtained in Colombeau differenti...