Integral-functional equations for optimal renovation problems
The integral-functional equations with the unknown variable in the upper limit of integration are introduced and studied. They arise in the optimization problems for integral dynamical models and allow to analyze the variable aftereffect duration of dynamical systems.
Hritonenko, N., & Yatsenko, Y. (1996). Integral-functional equations for optimal renovation problems. Retrieved from https://digitalcommons.pvamu.edu/mathematics-facpubs/93