#Higgs field theory free#

The de Broglie relationship between the energy-momentum of a massive particle and its wave attributes state that The special cases of the correspondence between quantum mechanics and QFT and of the relation between quantum theories and classical physics are used below. A clear discussion of this subject can be found on pp. This form of the electromagnetic interaction is used herein as a requirement that any theory of an electrically charged particle must satisfy.Īnother element which is used here is the broader sense of Bohr's correspondence principle, as stated by the present version of Wikipedia: 'The term is also used more generally, to represent the idea that a new theory should reproduce the results of older well-established theories (which become limiting cases) in those domains where the old theories work.' The relationships between relativistic mechanics and Newtonian mechanics and between quantum mechanics and classical physics are convincing examples of the Bohr's correspondence principle. The form of the electromagnetic interaction is obtained from the following covariant substitution (see p. Here the validity of Special relativity and of Maxwellian electrodynamics is used as cornerstones of the analysis and an inconsistency of a given theory with an element of either of them justi fi es the rejection of the examined theory. Physics is a mature science and some of its elements have acquired an indisputable status. Alternatively, a theory that fails to do that can be rejected without any further examination of its details.

The last section contains concluding remarks.Įvidently, the demand that a physical theory must be error-free provides a constraint that every acceptable physical theory must satisfy. The fi fth section shows further contradictions of a charged Higgs boson. Many failures of the Higgs boson theory are described in the fourth section. Additional requirements that any quantum theory must satisfy are derived in the third section. The analysis applies several speci fi c criteria which are explained in the second section. This work uses standard notation and the metric is diag (1,-1,-1,-1). It is shown below that far-reaching consequences are derived from this principle.

#Higgs field theory free#

The work uses the principal element of theoretical physics, which states that a physical theory must have an error free mathematical structure. The analysis relies on special relativity, Maxwellian electrodynamics and on fundamental elements of quantum fi eld theory (QFT). The main objective of this work is to use well established principles of physics and examine the structure of the Higgs boson theory. Besides an electrically neutral Higgs boson (denoted H0), the possibility of the existence of charged Higgs bosons (denoted H±) and of doubly charged Higgs bosons (denoted H±±) is also mentioned in the literature. This particle is now a part of the Standard Model (SM). The existence of a Higgs boson has been suggested quite a long time ago.