High regularity of the solution of a nonlinear parabolic boundary-value problem.
High-degree precision decomposition method for an evolution problem.
Higher order singular perturbation method for linear differential equations in Banach spaces
Hille-Yosida theory in convenient analysis.
A Hille-Yosida Theorem is proved on convenient vector spaces, a class, which contains all sequentially complete locally convex spaces. The approach is governed by convenient analysis and the credo that many reasonable questions concerning strongly continuous semigroups can be proved on the subspace of smooth vectors. Examples from literature are reconsidered by these simpler methods and some applications to the theory of infinite dimensional heat equations are given.
Hölder regularity in non autonomous degenerate abstract parabolic equations
Homogenization of linear and nonlinear ordinary differential equations with time depending coefficients
Hopf bifurcation for fully nonlinear equations in Banach space
Hyperbolic differential-operator equations on a whole axis.