A demonstration of the necessity of regularization in order to avoid inconsistent results in quantum field theory

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Publication:6238451

arXiv1301.0314MaRDI QIDQ6238451

Dan Solomon

Publication date: 1 January 2013

Abstract: We will examine a particular mathematical derivation in a paper by P. Falkensteiner and H. Grosse (F&G) [1]. In [1] a quantity "delta(A)" is defined. This quantity is generated when the normal ordered generalized charge operator undergoes a unitary transformation. Using standard mathematical techniques F&G convert "delta(A)" from its original form to another form which is suppose to be equivalent. It will be shown here that the two forms are not equivalent and that there is a mathematical inconsistency in their derivation. We will examine the source of this inconsistency and show that it can be resolved by proper regularization of the mathematical expressions.












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