Tree-like continua and 2-to-1 maps von Heath, Jo, Nall, Van C.

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Each locally one-to-one map from a continuum onto a tree-like continuum is a homeomorphism von Heath, Jo W.

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A non-treelike continuum that is not the 2-to-1 image of any continuum von Heath, Jo W.

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Centers of a dendroid von Heath, Jo, Nall, Van C.

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2-to-1 Maps with Hereditarily Indecomposable Images von Heath, Jo

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2-To-1 Maps on Hereditarily Indecomposable Continua von Heath, Jo

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The Structure of (Exactly) 2-To-1 Maps on Metric Compacta von Heath, Jo

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2-to-1 Maps with Hereditarily Indecomposable Images von Heath, Jo

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Tree-like continua and exactly -to-1 functions von Heath, Jo

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2-To-1 Maps on Hereditarily Indecomposable Continua von Heath, Jo

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No arc-connected treelike continuum is the 2-to-1 image of a continuum von Heath, Jo, Nall, Van C.

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Every Exactly 2-to-1 Function on the Reals Has an Infinite Set of Discontinuities von Heath, Jo

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to-1 functions between graphs with finitely many discontinuities von Heath, Jo

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Weakly Confluent, 2-to-1 Maps on Hereditarily Indecomposable Continua von Heath, Jo W.

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The Structure of (Exactly) 2-To-1 Maps on Metric Compacta von Heath, Jo

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Weakly Confluent, 2-to-1 Maps on Hereditarily Indecomposable Continua von Heath, Jo W.

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Tree-Like Continua and Exactly $k$-to-1 Functions von Heath, Jo

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At most k-to-1 mappings between graphs, II von Heath, Jo, Hilton, A.J.W.

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Every Exactly 2-to-1 Function on the Reals Has an Infinite Set of Discontinuities von Heath, Jo

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Exactly k-to-1 maps: from pathological functions with finitely many discontinuities to well-behaved covering maps von Heath, Jo

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