Wijsman convergence is a variation of Hausdorff convergence suitable for work with unbounded sets.
Intuitively, Wijsman convergence is to convergence in the Hausdorff metric as pointwise convergence is to uniform convergence.
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{\displaystyle J\colon N\to L} into some common metric space L. Wijsmanconvergence Kuratowski convergence Hemicontinuity Fréchet distance Hypertopology Rockafellar...
In mathematics, Kuratowski convergence or Painlevé-Kuratowski convergence is a notion of convergence for subsets of a topological space. First introduced...
set in another set leads to the study of hit-and-miss topologies and the Wijsman topology. Let ε {\displaystyle \varepsilon } be a real number greater than...