Examples of 'renormalization group' in a sentence
Meaning of "renormalization group"
renormalization group: In physics, particularly in the field of quantum field theory, it is a mathematical technique used to analyze systems with multiple scales of behavior
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- A mathematical apparatus that allows systematic investigation of the changes of a physical system as viewed at different distance scales.
How to use "renormalization group" in a sentence
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renormalization group
Fifty years of the renormalization group.
Renormalization group theory of critical phenomena.
The origin of the renormalization group.
Renormalization group in internal space.
A pedestrian introduction to renormalization and the renormalization group.
Functional renormalization group study of quantum spin chains.
It was embodied in his fundamental work on the renormalization group.
Under the renormalization group.
This equation arises in the framework of renormalization group.
The renormalization group provides a detailed and quantitative explanation of critical phenomena.
This complication is taken into account by the renormalization group.
Advances in the density matrix renormalization group method for use in quantum chemistry.
All this follows from the theory of the renormalization group.
Application of the renormalization group to the solution of the Kondo problem.
The phase diagram is established using the functional renormalization group.
See also
These relations are a generalization of the renormalization group equations for nonrenormalizable theories.
This problem can be well understood by the method of the renormalization group.
On the renormalization group in curved space-time.
Such theories are also known as fixed points of the corresponding renormalization group flow.
Can renormalization group evolution be used to capture emergence?
Jointly with Dmitry Shirkov developed the renormalization group method.
The real space variational renormalization group is applied to the two-dimensional honeycomb lattice.
We have studied this model using Monte Carlo and renormalization group techniques.
Consequently, the above renormalization group equation may be solved for ( G and thus ) gμ.
This procedure is akin to the original Gell-Mann-Low approach to the renormalization group.
Then, fixed points of the renormalization group are by definition scale invariant.
The traditional methods are cluster / Mayer expansions and the renormalization group analysis.
We study them using the nonperturbative renormalization group, an implementation of Wilson 's renormalization group.
This intriguing phenomenon, called universality, is explained, qualitatively and also quantitatively, by the renormalization group.
The first text-book on the renormalization group theory.
Interests, cold atoms, strongly correlated systems, quantum phase transitions, disordered systems, renormalization group.
The non-perturbative renormalization group.
In 1953 he and the mathematician André Petermann discovered the renormalization group.
Main article, History of renormalization group theory.
Abstract, In this thesis we investigate the employ of the renormalization group for glassy systems.
In this thesis, the functional renormalization group (FRG) method is applied to quantum spin chains.
A key part of this framework is known as the renormalization group ( RG ) transformation.
Thus, in such lossy systems, the renormalization group is, in fact, a semigroup.
On the last part, an analysis of the functional renormalization group ( frg ) was made, ap.
This is known as a ( quasi-infrared ) fixed point of the renormalization group equation for the Yukawacoupling.
We have implemented a numerical version of the Strong-Disorder Renormalization Group ( SDRG ) to test this prediction.
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Examples of using Renormalization
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For the renormalization equations see ref
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Only after renormalization can gauge invariance be recovered
