Provides a complete description of topological many-one degrees for real-valued functions, extends Bourgain rank results to noncompact domains, and proves well-ordering of parallelizable continuous Weihrauch degrees under AD with jump increasing rank by one.
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Topological reducibilities for discontinuous functions and their structures
Provides a complete description of topological many-one degrees for real-valued functions, extends Bourgain rank results to noncompact domains, and proves well-ordering of parallelizable continuous Weihrauch degrees under AD with jump increasing rank by one.