On an equation of information theory.
On the Regularity of the Locally Integrable Solutions of the Functional Equations ... .
Remarks on the Functional Equation.
On a Class of Functional Equations with Several Unknown Functions. (Short Communication).
Criteria for the Regularity of Continuous and Locally Integrable Solutions of a Class of Linear Functional Equations
On the Regularity of the Locally Integrable Solutions of the Functional Equations ... . (Short Communication).
On alternative functional equations. (Short Communication).
A Proof of the Equivalence of the Equation f (x + y - xy) + f (xy) = f (x) + f (y) and Jensen's Functional Equation. (Short Communication).
On alternative functional equations.
On Two Functional Equations Connected with the Equation ... .
A Proof of theEquivalence of the Equation f(x+y-xy)+f(xy) = f(x) + (y) and Jensen's Functional Equa tion
On the Regularity of the Distributational and Continuous Solutions of the Functional Equations ... .
Criteria for the Regularity of Continuous and Locally Integrable Solutions of a Class of Linear Functional Equations. (Short Communication).
On Two Functional Equations Connected with the Equation ... . (Short Communication).
On a Class of Functional Equations with Several Unknown Functions.
Remarks on the Functional Equation. (Short Communication).
On an equation of information theory (Short Communication).
On alternatives equivalent to the Cauchy functional equation and a related equation.
On alternatives equivalent to the Cauchy functional equation and a related equation. (Short Communication).
Une caractérisation des fonctions exponentielles avec les exposants non linéaires
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