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math-ph2013★ 1 cited
Non-commutative integration, zeta functions and the Haar state for
Marco Matassa
We study a notion of non-commutative integration, in the spirit of modular spectral triples, for the quantum group . In particular we define the non-commutative integral…
math-ph2013★ 3 cited
On the spectral and homological dimension of k-Minkowski space
Marco Matassa
We extend the construction of a spectral triple for k-Minkowski space, previously given for the two-dimensional case, to the general n-dimensional case. This takes into account the…
math-ph2012★ 24 cited
A modular spectral triple for -Minkowski space
Marco Matassa
We present a spectral triple for -Minkowski space in two dimensions. Starting from an algebra naturally associated to this space, a Hilbert space is built using a weight which i…