By Dubi Kelmer

Let *\calM_1* and *\calM_2* denote two compact hyperbolic manifolds. Assume that the multiplicities of eigenvalues of the Laplacian acting on *L^2(\calM_1)* and *L^2(\calM_2)* (respectively, multiplicities of lengths of closed geodesics in *\calM_1* and *\calM_2*) are the same, except for a possibly infinite exceptional set of eigenvalues (respectively lengths). We define... Show more

September 9, 2011

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