Integral Gassman equivalence of algebraic and hyperbolic manifolds
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DOI: 10.1007/s00209-018-2077-2
Abstract: In this paper we construct arbitrarily large families of smooth projective varieties and closed Riemannian manifolds that share many algebraic and analytic invariants. For instance, every non-arithmetic, closed hyperbolic 3-manifold admits arbitrarily large collections of… read more here.
Keywords: integral gassman; hyperbolic manifolds; gassman equivalence; equivalence algebraic ... See more keywords