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math-ph2010★ 3 cited
The JLO Character for The Noncommutative Space of Connections of Aastrup-Grimstrup-Nest
Alan Lai
In attempts to combine non-commutative geometry and quantum gravity, Aastrup-Grimstrup-Nest construct a semi-finite spectral triple, modeling the space of G-connections for G=U(1)…
math-ph2010★ 3 cited
On Type II noncommutative geometry and the JLO character
Alan Lai
The Jaffe-Lesniewski-Osterwalder (JLO) character is a homomorphism from K-homology to entire cyclic cohomology. This paper extends the domain of the JLO character to include Type I…