
India - IAEA-NDS
... quantum phase transitions. This behavior has been interpreted as the occurrence of a dynamical symmetry such as X (5) in 152Sm. Systems lying at the critical point of first and second order phase transitions are being closely scrutinized for similar behaviour. However, we shall not discuss these kin ...
... quantum phase transitions. This behavior has been interpreted as the occurrence of a dynamical symmetry such as X (5) in 152Sm. Systems lying at the critical point of first and second order phase transitions are being closely scrutinized for similar behaviour. However, we shall not discuss these kin ...
Field-theoretic Methods
... Langevin-type stochastic differential equations have been developed since the 1970s. They provide a general framework for the computation of correlation functions, utilizing powerful tools that were originally developed in quantum many-body as well as quantum and statistical field theory. These meth ...
... Langevin-type stochastic differential equations have been developed since the 1970s. They provide a general framework for the computation of correlation functions, utilizing powerful tools that were originally developed in quantum many-body as well as quantum and statistical field theory. These meth ...
LeCtURe Notes QUANTUM STATISTICAL FIELD THEORY
... the Hamiltonian of the system is invariant under a transformation that changes the sign of the magnetization. However the state of the system is not invariant. When this happens one says that the symmetry is spontaneously broken. This is a situation which typifies a class of phase transitions. Spont ...
... the Hamiltonian of the system is invariant under a transformation that changes the sign of the magnetization. However the state of the system is not invariant. When this happens one says that the symmetry is spontaneously broken. This is a situation which typifies a class of phase transitions. Spont ...
Fine Structure Constant Variation from a Late Phase Transition
... αnow α While theorists have considered the possibility that the fundamental constants are timedependent for a long time (starting with Dirac [2]), it is not clear how the result (1) fits into the current field-theoretic picture of elementary particle physics. In the Standard Model (SM), all the coup ...
... αnow α While theorists have considered the possibility that the fundamental constants are timedependent for a long time (starting with Dirac [2]), it is not clear how the result (1) fits into the current field-theoretic picture of elementary particle physics. In the Standard Model (SM), all the coup ...
Quantum - Caltech Particle Theory
... Fields associate observables with open regions of spacetime. Observables A and B supported in spacelike separated regions commute, to assure that a measurement of A has no influence on B. Furthermore, the dynamics of the observables is governed by a Hamiltonian that couples together only neighboring ...
... Fields associate observables with open regions of spacetime. Observables A and B supported in spacelike separated regions commute, to assure that a measurement of A has no influence on B. Furthermore, the dynamics of the observables is governed by a Hamiltonian that couples together only neighboring ...
lecture notes - Particle Physics, Lund University
... driven by the desire to make new physics discoveries. As new accelerators were built a large number of ’elementary’ particle were found and eventually they became more than 100 like the elements of the periodic table. With the increasing number of new particles it became unlikely that they are ’elem ...
... driven by the desire to make new physics discoveries. As new accelerators were built a large number of ’elementary’ particle were found and eventually they became more than 100 like the elements of the periodic table. With the increasing number of new particles it became unlikely that they are ’elem ...
What Every Physicist Should Know About String Theory
... We have arrived at one of nature’s rhymes: if we imitate in one dimension what we would expect to do in D = 4 dimensions to describe quantum gravity, we arrive at something that is certainly important in physics, namely ordinary quantum field theory in a possibly curved spacetime. In the example th ...
... We have arrived at one of nature’s rhymes: if we imitate in one dimension what we would expect to do in D = 4 dimensions to describe quantum gravity, we arrive at something that is certainly important in physics, namely ordinary quantum field theory in a possibly curved spacetime. In the example th ...
Emergence in Effective Field Theories - Philsci
... An effective field theory (EFT) of a physical system is a description of the system at energies low, or distances large, compared to a given cutoff. EFTs are constructed via a process in which degrees of freedom are eliminated from a high-energy/short-distance theory. Formulating a concept of emerge ...
... An effective field theory (EFT) of a physical system is a description of the system at energies low, or distances large, compared to a given cutoff. EFTs are constructed via a process in which degrees of freedom are eliminated from a high-energy/short-distance theory. Formulating a concept of emerge ...