The conjugacy and isomorphism problems for combable groups. (Q1416722)

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The conjugacy and isomorphism problems for combable groups.
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    The conjugacy and isomorphism problems for combable groups. (English)
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    16 December 2003
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    The author proves the following two results, which answer important open questions: Theorem A. There exist combable groups in which the conjugacy problem is unsolvable. Theorem B. The isomorphism problem is unsolvable in the class of combable groups.
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    isomorphism problem
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    conjugacy problem
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    combable groups
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    hyperbolic groups
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    semihyperbolic groups
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    negative curvature
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