Chain sequences and compact perturbations of orthogonal polynomials.
Chaotic dynamics and nonlinear feedback control
Characteristic algebras of fully discrete hyperbolic type equations.
Characteristic functional equations of polynomials and the Morera-Carleman theorem.
Characterizacion of the bivariate discrete distributions defined by a partial difference equations system.
Conditions under which the solutions of a partial difference equations system can be probability functions are examined.When the coefficients of the system are polynomials then the partial difference equations system satisfied by generating functions associated to these distributions are easily obtained; they give useful recurrence relations for the moments. Three examples are given as well.
Characterization of a class of functions using divided differences.
Characterization of convex functions
There are many inequalities which in the class of continuous functions are equivalent to convexity (for example the Jensen inequality and the Hermite-Hadamard inequalities). We show that this is not a coincidence: every nontrivial linear inequality which is valid for all convex functions is valid only for convex functions.
Characterization of functions whose forward differences are exponential polynomials
Given a finite subset of , we study the continuous complex valued functions and the Schwartz complex valued distributions defined on with the property that the forward differences are (in distributional sense) continuous exponential polynomials for some natural numbers .
Characterization of globally Lipschitzian composition operators in the Banach space
We give a characterization of the globally Lipschitzian composition operators acting in the space
Characterizations of certain general and reproductive solutions of arbitrary equations
Characterizations of Dominant and Dominated Solutions of Linear Recursions.
Characterizations of some classes of quasilinear functions with applications to triangular norms and to synthesizing judgements. (Short Communication).
Characterizations of sum form information measures on open domains.
Characterizing polynomials by forward differences.
Charakterisierung der Funktion 1/x durch Funktionalgleichungen
Charakterisierung des Cotangens mit Replikativität.
Charakterisierungen von nirgends differenzierbaren Weierstraß-Funktionen durch Replikativität.
Cheeger inequalities for unbounded graph Laplacians
We use the concept of intrinsic metrics to give a new definition for an isoperimetric constant of a graph. We use this novel isoperimetric constant to prove a Cheeger-type estimate for the bottom of the spectrum which is nontrivial even if the vertex degrees are unbounded.
Christensen measurability of polynomial functions and convex functions of higher orders
Christensen measurable solutions of generalized Cauchy functional equations.