
handle: 2158/403256
In this paper we study the existence of continuous solutions of quadratic integral equations. The theory of quadratic integral equations has many useful applications in mathematical physics, economics, biology, as well as in describing real world problems. The main tool used in our investigations is a fixed point result for the multivalued solution's map with acyclic values.
T57-57.97, Applied mathematics. Quantitative methods, quadratic integral equation, measure of noncompactness, fixed point property; measure of noncompactness; compact mappings; acyclic valued; quadratic integral equations, compact mappings, fixed point property, acyclic valued
T57-57.97, Applied mathematics. Quantitative methods, quadratic integral equation, measure of noncompactness, fixed point property; measure of noncompactness; compact mappings; acyclic valued; quadratic integral equations, compact mappings, fixed point property, acyclic valued
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