Lipschitz Domain - Mathematics & Logic - Pure Mathematics Dictionary Definition An open subset of Euclidean space (or a manifold chart) whose boundary is locally the graph of a Lipschitz function, i.e., locally expressed with a uniform finite slope but not necessarily differentiable.
Lipschitz Domain - Mathematics & Logic - Pure Mathematics Dictionary Definition An open subset of Euclidean space (or a manifold chart) whose boundary is locally the graph of a Lipschitz function, i.e., locally expressed with a uniform finite slope but not necessarily differentiable.