Andrew Wynn

Composition operators on weighted Bergman spaces of a half-plane

We use induction and interpolation techniques to prove that a composition operator induced by a map

Nonlinear Modal Aeroservoelastic Analysis Framework for Flexible Aircraft

\phi

Optimal mode decomposition for high dimensional systems

is bounded on the weighted Bergman space

Robust Stability of Moving Horizon Estimation Under Bounded Disturbances

\A^2_\alpha(\mathbb{H})

Convergence guarantees for moving horizon estimation based on the real-time iteration scheme

of the right half-plane if and only if

Counterexamples to the Discrete and Continuous Weighted Weiss Conjectures

\phi

Fast ADMM for semidefinite programs with chordal sparsity

fixes

Robust Aeroelastic Control of Very Flexible Wings using Intrinsic Models

\infty

alpha-admissibility of the right-shift semigroup on L-2(R+)

non-tangentially, and has a finite angular derivative

Model-Predictive Control of Flexible Aircraft using Nonlinear Reduced-Order Models

\lambda