Under structural hypotheses the unsteady Kutta amplitude equals the Fredholm inner product and the residue at the downstream wake pole.
Analysis framework for stochastic predator–prey model with demographic noise
2 Pith papers cite this work. Polarity classification is still indexing.
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The authors establish closed-loop well-posedness, Fréchet differentiability, and first-order optimality conditions for constrained bilinear control of nonlocal age-space population equations with surveillance feedback using characteristic mild solutions.
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Fredholm--residue selection of the unsteady Kutta amplitude
Under structural hypotheses the unsteady Kutta amplitude equals the Fredholm inner product and the residue at the downstream wake pole.
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Bilinear control of age--space structured populations
The authors establish closed-loop well-posedness, Fréchet differentiability, and first-order optimality conditions for constrained bilinear control of nonlocal age-space population equations with surveillance feedback using characteristic mild solutions.