16 citations · 53 across the 7 of their papers we have counts for
7 papers
The tensor of the exact circle: Reconstructing geometry
Dennis Obster
Developing a theory for quantum gravity is one of the big open questions in theoretical high-energy physics. Recently, a tensor model approach has been considered that treats tenso…
Tensors and Algebras: An Algebraic Spacetime Interpretation for Tensor Models
Dennis Obster
The quest for a consistent theory for quantum gravity is one of the most challenging problems in theoretical high-energy physics. An often-used approach is to describe the gravitat…
Counting tensor rank decompositions
Dennis Obster, Naoki Sasakura
The tensor rank decomposition is a useful tool for the geometric interpretation of the tensors in the canonical tensor model (CTM) of quantum gravity. In order to understand the st…
Phases of a matrix model with non-pairwise index contractions
Dennis Obster, Naoki Sasakura
Recently a matrix model with non-pairwise index contractions has been studied in the context of the canonical tensor model, a tensor model for quantum gravity in the canonical form…
Canonical tensor model through data analysis -- Dimensions, topologies, and geometries --
Taigen Kawano, Dennis Obster, Naoki Sasakura
The canonical tensor model (CTM) is a tensor model in Hamilton formalism and is studied as a model for gravity in both classical and quantum frameworks. Its dynamical variables are…
Emergent symmetries in the canonical tensor model
Dennis Obster, Naoki Sasakura
The canonical tensor model (CTM) is a tensor model proposing a classically and quantum mechanically consistent model of gravity, formulated as a first-class constraint system with…
Symmetric configurations highlighted by collective quantum coherence
Dennis Obster, Naoki Sasakura
Recent developments in quantum gravity have shown the Lorentzian treatment to be a fruitful approach towards the emergence of macroscopic spacetimes. In this paper, we discuss anot…