Periodic and Almost Periodic Solution Behavior of Four Dynamic Riccati Equations on Time Scales

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Dylla, Maxwell
Hopp, Christopher

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We focus on asymptotic solution behavior of both dynamic Riccati equations on the time scale uZ, where u is a positive real number. Using the time scale calculus, we develop a general solution to the Delta Riccati equation using generalized sines and cosines, and the generalized exponential function for time scales.

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University of Wisconsin--Eau Claire Office of Research and Sponsored Programs.

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