AbstractBy means of the theory of complex variables, the solutions of z exp z = a, where a is in general complex, are established analytically, and thereby reduced to elementary quadratures
AbstractAn analytical solution is given to some multidimensional integral equation arising in invers...
AbstractA general method for the analytical determination (through closed-form integral formulae) of...
The partial differential equation ∂u/∂t = x(∂^2u/∂x^2 – u) is readily seen to possess the two partic...
AbstractThe theory of complex variables is used to develop exact closed-form solutions for the, in g...
AbstractThe theory of complex variables is used to develop exact closed-form solutions of the transc...
AbstractBy means of the theory of complex variables, the solutions of z exp z = a, where a is in gen...
AbstractThe theory of complex variables is used to develop exact closed-form solutions for the, in g...
AbstractTwo basic analytic functions α(z) and β(z) defined in domains depending on the location of t...
Two basic analytic functions [alpha](z) and [beta](z) defined in domains depending on the location o...
AbstractExistence of analytic solutions of a general class of nonlinear functional equations is disc...
AbstractIn this note we prove the existence of a family of basic solutions of the complex functional...
AbstractThe theory of complex variables is used to develop exact closed-form solutions of the transc...
AbstractWe establish the existence of analytic solutions to integral equations in the complex domain...
In th e p resent pap e r we deal w ith local analytic solutions of th e functional equation announc...
AbstractConditions for the existence of a solution of exponential type τ to the equation ƒ″(z) + aƒ′...
AbstractAn analytical solution is given to some multidimensional integral equation arising in invers...
AbstractA general method for the analytical determination (through closed-form integral formulae) of...
The partial differential equation ∂u/∂t = x(∂^2u/∂x^2 – u) is readily seen to possess the two partic...
AbstractThe theory of complex variables is used to develop exact closed-form solutions for the, in g...
AbstractThe theory of complex variables is used to develop exact closed-form solutions of the transc...
AbstractBy means of the theory of complex variables, the solutions of z exp z = a, where a is in gen...
AbstractThe theory of complex variables is used to develop exact closed-form solutions for the, in g...
AbstractTwo basic analytic functions α(z) and β(z) defined in domains depending on the location of t...
Two basic analytic functions [alpha](z) and [beta](z) defined in domains depending on the location o...
AbstractExistence of analytic solutions of a general class of nonlinear functional equations is disc...
AbstractIn this note we prove the existence of a family of basic solutions of the complex functional...
AbstractThe theory of complex variables is used to develop exact closed-form solutions of the transc...
AbstractWe establish the existence of analytic solutions to integral equations in the complex domain...
In th e p resent pap e r we deal w ith local analytic solutions of th e functional equation announc...
AbstractConditions for the existence of a solution of exponential type τ to the equation ƒ″(z) + aƒ′...
AbstractAn analytical solution is given to some multidimensional integral equation arising in invers...
AbstractA general method for the analytical determination (through closed-form integral formulae) of...
The partial differential equation ∂u/∂t = x(∂^2u/∂x^2 – u) is readily seen to possess the two partic...
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