
It is generally expected that due to the interplay between gravity and quantum mechanics, the classical picture of smooth spacetime manifolds should be replaced by some kind of quantum geometry at very short scales.
Much research has been devoted to this question in the past from various points of view. In particular, the study of quantum field theory on non commutative spacetimes has been developed as an effective approach to study physical models on quantum spaces. The workshop focused mainly
Sessions |
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Preface |
Reviews |
Talks |
Preface |
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Foreword
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Reviews |
Running Immirzi Parameter and Asymptotic Safety
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Towards Renormalizing Group Field Theory
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Branes, Quantization and Fuzzy Spheres
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Is covariant star product unique?
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Talks |
Anatomy of a deformed symmetry field quantization on curved momentum space
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Noncommutative Gerbes
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Aspects of the BMS/CFT correspondence
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Special geometries emerging from Yang-Mills type matrix models
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Gauge fields on truncated Heisenberg space
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Noncommutative supergravity
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Fuzzy extra dimensions and particle physics models
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Noncommutative field theories with harmonic term
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Integrable quantum spin chains and their classical continuous counterparts
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Enthalpy and the first law of black hole thermodynamics
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On twisted symmetries and QM with a magnetic field on NC tori
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Two Aspects of M-(brane) Theory
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Noncommutative Baby Skyrmions
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Torsion and Burgers vector of a tube dislocation
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Spectral Action from Anomalies
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Nc GUTS: A status Report
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Aspects of Quantum Field Theory on Quantum Spacetime
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Cosmology within Noncommutative Spectral Geometry
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Quantum Field Theory on Curved Noncommutative Spacetimes
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Noncommutative Geometry with Torsion
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On matrix geometry
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A field-theoretic approach to Spin Foam models in Quantum Gravity
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Noncommutative gauge theory and renormalisability
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Divergences in QFT on the Noncommutative Minkowski Space with Grosse-Wulkenhaar potential
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