EMBEDDABLE QUANTUM HOMOGENEOUS SPACES 1
... non-commutative homogeneous spaces for classical groups. However (quantum) homogeneous spaces of the second and third class for a classical group are necessarily classical. The class of embeddable homogeneous spaces was defined by Podleś as containing quantum spaces X with an action of a compact qua ...
... non-commutative homogeneous spaces for classical groups. However (quantum) homogeneous spaces of the second and third class for a classical group are necessarily classical. The class of embeddable homogeneous spaces was defined by Podleś as containing quantum spaces X with an action of a compact qua ...
AntalyaQuantumComputingTutorial
... a two-dimensional space with basis | 0 > and | 1>. Measuring the polarization is equivalent to projecting the random vector onto one of the two basis vectors. Source S sends randomly polarized light to the screen; the measured intensity is I. The filter A with vertical polarization is inserted betwe ...
... a two-dimensional space with basis | 0 > and | 1>. Measuring the polarization is equivalent to projecting the random vector onto one of the two basis vectors. Source S sends randomly polarized light to the screen; the measured intensity is I. The filter A with vertical polarization is inserted betwe ...
Generalized Second Law in String Cosmology
... fate of cosmological singularities, with the expectation that singularities are smoothed and turned into brief epochs of high curvature. However, many attempts to seduce an answer out of string theory regarding cosmological singularities have failed so far, even after the wave of recent new developm ...
... fate of cosmological singularities, with the expectation that singularities are smoothed and turned into brief epochs of high curvature. However, many attempts to seduce an answer out of string theory regarding cosmological singularities have failed so far, even after the wave of recent new developm ...
Renormalization Group Theory
... conceptual framework for understanding many-body physics in general. The latter comes about because in practice we are often interested in determining the physics of a many-body system at the macroscopic level, i.e. at long wavelengths or at low momenta. As a result we need to eliminate, or integrat ...
... conceptual framework for understanding many-body physics in general. The latter comes about because in practice we are often interested in determining the physics of a many-body system at the macroscopic level, i.e. at long wavelengths or at low momenta. As a result we need to eliminate, or integrat ...
Topological order at finite temperature?
... “the necessary and sufficient conditions for the existence of topological ground states are not known even in theoretical models. [...] the topological symmetry of the ground state is an emergent symmetry at low energy, which is not present in the microscopic Hamiltonian of the system.” How can we d ...
... “the necessary and sufficient conditions for the existence of topological ground states are not known even in theoretical models. [...] the topological symmetry of the ground state is an emergent symmetry at low energy, which is not present in the microscopic Hamiltonian of the system.” How can we d ...
Existential Contextuality and the Models of Meyer, Kent and Clifton
... interpretations of conventional quantum mechanics. Recently, however, ’t Hooft [25, 26] (in one way) and Faraggi and Matone [27] and Bertoldi et al [28] (in another way) have speculated that Planck scale physics may most appropriately be described in terms of a hidden variables theory which is not e ...
... interpretations of conventional quantum mechanics. Recently, however, ’t Hooft [25, 26] (in one way) and Faraggi and Matone [27] and Bertoldi et al [28] (in another way) have speculated that Planck scale physics may most appropriately be described in terms of a hidden variables theory which is not e ...
Williams
... Redefinition of the SI: What’s up? We are on schedule for a possible redefinition in 2018: See Resolution 1 of the 24th (2011) and 25th (2014) CGPM December 2013, International Prototype Kilogram (IPK) brought out for first time in 25 years: Extraordinary Comparison (Feb 2015) – Result: BIPM mass s ...
... Redefinition of the SI: What’s up? We are on schedule for a possible redefinition in 2018: See Resolution 1 of the 24th (2011) and 25th (2014) CGPM December 2013, International Prototype Kilogram (IPK) brought out for first time in 25 years: Extraordinary Comparison (Feb 2015) – Result: BIPM mass s ...
M15/03
... and as before we order the c-causets in Pn as Pn = {xn,0 , xn,1 , . . . , xn,4n−1 −1 } In this case, each x ∈ P except x1,0 has a unique producer and each x ∈ P has four offspring. In particular xn,j → xn+1,4j+k , k = 0, 1, 2, 3, so (P, ) becomes a tree that we interpret as a sequential growth proc ...
... and as before we order the c-causets in Pn as Pn = {xn,0 , xn,1 , . . . , xn,4n−1 −1 } In this case, each x ∈ P except x1,0 has a unique producer and each x ∈ P has four offspring. In particular xn,j → xn+1,4j+k , k = 0, 1, 2, 3, so (P, ) becomes a tree that we interpret as a sequential growth proc ...
Document
... The method of bond operators (S. Sachdev and R.N. Bhatt, Phys. Rev. B 41, 9323 (1990)) provides a quantitative description of spin excitations in TlCuCl3 across the quantum phase transition (M. Matsumoto, B. Normand, T.M. Rice, and M. Sigrist, ...
... The method of bond operators (S. Sachdev and R.N. Bhatt, Phys. Rev. B 41, 9323 (1990)) provides a quantitative description of spin excitations in TlCuCl3 across the quantum phase transition (M. Matsumoto, B. Normand, T.M. Rice, and M. Sigrist, ...
Quantum Lambda Calculus - Department of Mathematics and
... Another interesting aspect of higher-order quantum computation is the interplay between classical objects and quantum objects in a higherorder context. A priori, quantum computation operates on two distinct kinds of data: classical data, which can be read, written, duplicated, and discarded as usual ...
... Another interesting aspect of higher-order quantum computation is the interplay between classical objects and quantum objects in a higherorder context. A priori, quantum computation operates on two distinct kinds of data: classical data, which can be read, written, duplicated, and discarded as usual ...