Browsing Mathematics by Title
Now showing items 1105-1124 of 1478
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Quantum Kaluza-Klein theory with $M_2(\mathbb{C})$
(2023-03-10) -
Quantum Kaluza-Klein theory with M <inf>2</inf>(ℂ)
(Springer Nature, 2023-09-01)Following steps analogous to classical Kaluza-Klein theory, we solve for the quantum Riemannian geometry on C∞(M) ⊗ M 2(ℂ) in terms of classical Riemannian geometry on a smooth manifold M , a finite quantum geometry on the ... -
Quantum Koszul formula on quantum spacetime
(2018-07) -
The quantum p-spin glass model: a user manual for holographers
(IOP Publishing, 2021-11-01) -
Quantum Riemannian geometry of the discrete interval and q-deformation
(2023-05-01)We solve for quantum Riemannian geometries on the finite lattice interval • - • -⋯- • with n nodes (the Dynkin graph of type An) and find that they are necessarily q-deformed with q = e ı π n + 1 . This comes out of the ... -
Quantum Simulation for High-Energy Physics
(American Physical Society, 2023-05-01) -
Quantum simulation of gauge theory via orbifold lattice
(Springer, 2021-09-06) -
Quasitriangular structure and twisting of the 3D bicrossproduct model
(2018-01-30)We show that the bicrossproduct model... -
Quenched localisation in the Bouchaud trap model with regularly varying traps
(2016-03)This article describes the quenched localisation behaviour of the Bouchaud trap model on the integers with regularly varying traps. In particular, it establishes that for almost every trapping landscape there exist arbitrarily ... -
Quenched localisation in the Bouchaud trap model with slowly varying traps
(Springer Verlag, 2016-04-27)We consider the quenched localisation of the Bouchaud trap model on the positive integers in the case that the trap distribution has a slowly varying tail at infinity. Our main result is that for each $N \in \{2, 3, \ldots\}$ ... -
Radically solvable graphs
(Elsevier, 2018-10-19) -
The Rado simplicial complex
(Springer, 2021)In this paper we study a remarkable simplicial complex X on countably many vertexes. X is universal in the sense that any count- able simplicial complex is an induced subcomplex of X. Additionally, X is homogeneous, i.e. ...