On a functional equation with retarded mean.
On generalized d'Alembert functional equation.
Let G be a locally compact group. Let σ be a continuous involution of G and let μ be a complex bounded measure. In this paper we study the generalized d'Alembert functional equationD(μ) ∫G f(xty)dμ(t) + ∫G f(xtσ(y))dμ(t) = 2f(x)f(y) x, y ∈ G;where f: G → C to be determined is a measurable and essentially bounded function.
On regularly varying and history-dependent convergence rates of solutions of a Volterra equation with infinite memory.
On some integral equation
On some linear Volterra delay equations
On the convergence of Neumann series for noncompact operators
On the Inversion of the Attenuated Radon Transform.
On the mathematical basis of the linear sampling method.
On the probability model for solving some integral equations of second type
Operadores Integrales De Hammerstein, Su Espectro Y Aplicaciones.
Oscillating solutions of integral equations and linear recursions.
Oscillations and nonoscillations in retarded equations.