Localization results are established for nonlocal gradient-based optimal control problems by taking the fractional parameter to 1 or the horizon parameter to 0 in two specific energy settings.
Non-constant functions with zero nonlocal gradient and their role in nonlocal neumann-type problems.Nonlinear Analysis, 249:113642
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Localization for nonlocal gradient-based optimal control problems
Localization results are established for nonlocal gradient-based optimal control problems by taking the fractional parameter to 1 or the horizon parameter to 0 in two specific energy settings.