dimensional regularization造句
例句與造句
- A period of intense collaboration followed in which they developed the technique of dimensional regularization.
- Dimensional regularization writes a Feynman integral as an integral depending on the spacetime dimension and spacetime points.
- We can ask if are there any relation to the dimensional regularization originated by the Feynman diagram.
- Due to this, it is extensively used in dimensional regularization computations but it is not restricted to physics.
- His contributions to physics include a proof that gauge theories are renormalizable, dimensional regularization, and the holographic principle.
- It's difficult to find dimensional regularization in a sentence. 用dimensional regularization造句挺難的
- Also unlike other regularizations such as dimensional regularization and analytic regularization, zeta regularization has no counterterms and gives only finite results.
- Emilio Elizalde has shown that Zeta regularization and dimensional regularization are equivalent since they use the same principle of using analytic continuation in order for a series or integral to converge.
- Dimensional regularization is a method for regularizing integrals in the evaluation of Feynman diagrams; it assigns values to them that are meromorphic functions of an auxiliary complex parameter, called the dimension.
- The regularization is designed order-by-order so that as many formal symmetries as possible of a local theory are preserved and employed in calculations, as in the dimensional regularization of Feynman diagrams.
- When Veltman and't Hooft moved to CERN after't Hooft obtained his PhD, Veltman's attention was drawn to the possibility of using their dimensional regularization techniques to the problem of quantizing gravity.
- One of the most popular in modern use is " dimensional regularization ", invented by Gerardus't Hooft and Martinus J . G . Veltman, which tames the integrals by carrying them into a space with a fictitious fractional number of dimensions.
- Gerard't Hooft and Martinus J . G . Veltman invented, in addition to dimensional regularization, the method of unitary regulators, which is a Lagrangian-based Pauli Villars method with a discrete spectrum of auxiliary masses, using the path-integral formalism.
- But now we may say they are equivalent each other . ( see . ) However the main advantage of the zeta regularization is that it can be used whenever the dimensional regularization fails, for example if there are matrices or tensors inside the calculations \ epsilon _ { i, j, k}
- In theoretical physics, "'dimensional regularization "'is a method introduced by regularizing integrals in the evaluation of Feynman diagrams; in other words, assigning values to them that are meromorphic functions of a complex parameter " d ", the analytic continuation of the number of spacetime dimensions.