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In theoretical physics, a central charge is an operator Z that commutes with all the other symmetry operators.[1] The adjective "central" refers to the center of the symmetry group—the subgroup of elements that commute with all other elements of the original group—often embedded within a Lie algebra. In some cases, such as two-dimensional conformal field theory, a central charge may also commute with all of the other operators, including operators that are not symmetry generators.[citation needed]
^Weinberg, Steven; Weinberg, S. (1995). Quantum Theory of Fields. Cambridge University Press. doi:10.1017/CBO9781139644167. ISBN 978-1-139-64416-7.
theoretical physics, a centralcharge is an operator Z that commutes with all the other symmetry operators. The adjective "central" refers to the center...
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{z}{x}}\right)} where c is the centralcharge. Given a vertex algebra homomorphism from a Virasoro vertex algebra of centralcharge c to any other vertex algebra...
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equation. Liouville theory is defined for all complex values of the centralcharge c {\displaystyle c} of its Virasoro symmetry algebra, but it is unitary...
Getting closer and closer to the centralcharge, one sees less and less of the effect of the vacuum, and the effective charge increases. In QCD the same thing...
An article processing charge (APC), also known as a publication fee, is a fee which is sometimes charged to authors. Most commonly, it is involved in making...
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