24 citations · 104 across the 21 of their papers we have counts for
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math.FA2023
Hodge de Rham theory and analytic torsion for spaces with horn type singularities
Mauro Spreafico
We study the global analytic properties of a space with a horn type singularity. In particular, we introduce some de Rham complex of square integrable forms and we describe its…
math.FA2023
Localised analytic torsion and relative analytic torsion for non compact Lie groups of type I
A. Della Vedova, M. Spreafico
Let be a (non compact) connected simply connected locally compact second countable Lie group, either abelian or unimodular of type I, and an irreducible unitary representat…
math.FA2001★ 1 cited
Zeta functions and regularized determinants on projective spaces
Mauro Spreafico
A Hermite type formula is introduced and used to study the zeta function over the real and complex n-projective space. This approach allows to compute the residua at the poles and…