loop representation造句
例句與造句
- Now let us go back to the loop representation.
- We promote the Hamiltonian constraint to a quantum operator in the loop representation.
- The loop representation has found application in mathematics.
- To handle the spatial diffeomorphism constraint we need to go over to the loop representation.
- The loop representation is a quantum hamiltonian representation of gauge theories in terms of loops.
- It's difficult to find loop representation in a sentence. 用loop representation造句挺難的
- This key result is the basis for the loop representation for gauge theories and gravity.
- This led to the loop representation of quantum general relativity and in turn loop quantum gravity.
- It was in the loop representation that a mathematically well defined Hamiltonian constraint was finally formulated in 1996.
- He was also able to promote this Hamiltonian constraint to a well defined quantum operator within the loop representation.
- In canonical quantum gravity the difficulties in using the continuous loop representation are cured by the spatial diffeomorphism invariance of general relativity.
- The loop representation also provides a natural solution of the spatial diffeomorphism constraint, making a connection between canonical quantum gravity and knot theory.
- For an account of these developments see John Baez's homepage entry, " The Hamiltonian Constraint in the Loop Representation of Quantum Gravity ".
- Within the loop representation Thiemann has provided a well defined canonical theory in the presence of all forms of matter and explicitly demonstrated it to be manifestly finite!
- In the loop representation we can then solve the spatial diffeomorphism constraint by considering functions of loops \ Psi [ \ gamma ] that are invariant under spatial diffeomorphisms of the loop \ gamma.
- The aim of the loop representation, in the context of Yang-Mills theories is to avoid the redundancy introduced by Gauss gauge symmetries allowing to work directly in the space of Gauss gauge invariant states.
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