Functional equations associated with triangle geometry.
Functional equations for pecular functions.
Functional equations in dynamic programming.
Functional equations in real-analytic functions
The equation φ (x) = g(x,φ (x)) in spaces of real-analytic functions is considered. Connections between local and global aspects of its solvability are discussed.
Functional equations of generalized associativity, bisymmetry, transitivity and distributivity.
Functional equations on abelian groups with involution.
Functional equations on A-orthogonal vectors.
Functional equations on restricted domains.
Functional equations on Sturm-Liouville hypergroups.
Functional equations related to inner product spaces.
Functional equations related to non-additive information measures
Functional equations stemming from numerical analysis [Book]
Functional equations which caracterize n-forms and homogeneous functions of degree n.
Functional equations which caracterize n-forms and homogeneous functions of degree n. (Short Communication).
Functional homomorphisms and dynamical systems.
Functional inequalities associated with Jordan-von Neumann-type additive functional equations.
Functional inequality characterizing nonnegative concave functions in (0, ?)k.
Functional inequality characterizing nonnegative concave functions in (0, ?)k. (Summary).
Functionals on sequence spaces connected with the exponential stability of evolutionary processes.
Functions having the Darboux property and satisfying some functional equation
Let X be a real linear topological space. We characterize solutions f:X → ℝ and M:ℝ → ℝ of the equation f(x+M(f(x))y) = f(x)f(y) under the assumption that f and M have the Darboux property.