Matrix Product States for Lattice Gauge Theories
... the possibility of applying algorithms for infinite-size systems would allow us to estimate the properties without the burden of finite-size scaling effects. ...
... the possibility of applying algorithms for infinite-size systems would allow us to estimate the properties without the burden of finite-size scaling effects. ...
Disorder(Strength(δ2( Energy( Density( Ext,(( Para( ( MBL( Para
... the ground state, of MBL systems and point out that they come in many flavors, and may be classified in terms of broken symmetries, topological order and/or criticality, very much as in the usual account of phases and phase transitions in equilibrium systems. We note that in the presence of many-bod ...
... the ground state, of MBL systems and point out that they come in many flavors, and may be classified in terms of broken symmetries, topological order and/or criticality, very much as in the usual account of phases and phase transitions in equilibrium systems. We note that in the presence of many-bod ...
BOHR`S ATOMIC MODEL REVISITED
... electron agent of the process, without having a real understanding of the quantum process actually involved in radiation emission. In this sense, the correspondence principle is much more the epistemological link between the observed electromagnetic spectra and the inferred mechanical orbital motion ...
... electron agent of the process, without having a real understanding of the quantum process actually involved in radiation emission. In this sense, the correspondence principle is much more the epistemological link between the observed electromagnetic spectra and the inferred mechanical orbital motion ...
Conjugation coinvariants of quantum matrices
... The conjugation A → g −1 Ag of a complex N × N matrix A by an invertible matrix g induces an action of GL(N, C) on the coordinate algebra C[X ij ] of N × N matrices. The invariant functions with respect to this action are well-known, they are the elements in the C-subalgebra of C[Xij ] that is gener ...
... The conjugation A → g −1 Ag of a complex N × N matrix A by an invertible matrix g induces an action of GL(N, C) on the coordinate algebra C[X ij ] of N × N matrices. The invariant functions with respect to this action are well-known, they are the elements in the C-subalgebra of C[Xij ] that is gener ...
Statistical Mechanics of Phase Transition
... Some Other Characteristics of 1st Order Phase Transition:1. Meta-stability:- In 1st order phase transition little bit away from coexistence (the point at which two phases are in equilibrium ) there exists a state inside the two phase region of phase diagram where system can stay, in a phase having f ...
... Some Other Characteristics of 1st Order Phase Transition:1. Meta-stability:- In 1st order phase transition little bit away from coexistence (the point at which two phases are in equilibrium ) there exists a state inside the two phase region of phase diagram where system can stay, in a phase having f ...
Chapter 8. Chemical Dynamics
... conditions is the transition state theory (TST) of Eyring. This would not be a good way to model, for example, photochemical reactions in which the reactants do not reach thermal ...
... conditions is the transition state theory (TST) of Eyring. This would not be a good way to model, for example, photochemical reactions in which the reactants do not reach thermal ...
Pair production processes and flavor in gauge
... propagating fermion, which is accompanied by a Higgs excited from the condensate. This therefore predicts a two-particle scattering pole on the left-hand side at the sum of the masses of the fermion and the Higgs4 . At higher orders in conventional perturbation theory also connected three-point func ...
... propagating fermion, which is accompanied by a Higgs excited from the condensate. This therefore predicts a two-particle scattering pole on the left-hand side at the sum of the masses of the fermion and the Higgs4 . At higher orders in conventional perturbation theory also connected three-point func ...
