Regular Operator Equations: Conditions for Regularity
Copyright policy )Regular Operator Equations: Conditions for Regularity
Regular operator equations are causal equations admitting unique solutions and have the property that all of their limiting equations along solutions admit unique solutions. Sufficient conditions which guarantee that an operator equation x = T x x = Tx is regular are given in case T T is a linear or a nonlinear operator.
- University of Ioannina Greece
- Weizmann Institute of Science Israel
limiting equations along solutions, Equations involving nonlinear operators (general), Linear operators on function spaces (general), translation, regular operator equations, compact-open topology, causal operator equation
limiting equations along solutions, Equations involving nonlinear operators (general), Linear operators on function spaces (general), translation, regular operator equations, compact-open topology, causal operator equation
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