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Exact values of complexity for Paoluzzi - Zimmermann manifolds

Published 12 May 2011 in math.GT | (1105.2542v1)

Abstract: There are found exact values of (Matveev) complexity for the 2-parameter family of hyperbolic 3-manifolds with boundary constructed by Paoluzzi and Zimmermann. Moreover, $\epsilon$-invariants for these manifolds are calculated.

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Authors (2)

  1. Evgeny Fominykh 
  2. Andrei Vesnin 

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