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On some solutions of the Schröder equation in Hilbert spaces
Journal of Mathematical Problems Equations and Statistics · 2014 · Vol. 2(2) · pp. 86–90
Abstract
The problem of the existence and uniqueness of increasing and convex solutions of the Schroder equation, defined on cones in Hilbert spaces, is examined on a base of the Krein-Rutman theorem.
Advanced Mathematical Modeling in EngineeringNumerical methods in inverse problemsSpectral Theory in Mathematical PhysicsMathematicsHilbert spaceUniquenessPure mathematicsHilbert manifoldRigged Hilbert spaceMathematical analysisRegular polygonReproducing kernel Hilbert spaceGeometry
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