Conselho Nacional de Desenvolvimento Científico e Tecnológico (CNPq)The mass dimension one fermionic field associated with Elko satisfies the Klein-Gordon but not the Dirac equation. However, its propagator is not a Green's function of the Klein-Gordon operator. We propose an infinitesimal deformation to the propagator such that it admits an operator in which the deformed propagator is a Green's function. The field is still of mass dimension one, but the resulting Lagrangian is modified in accordance with the operator. (C) 2016 The Author. Published by Elsevier B.V.760164169CNPq [313285/2013-6]Conselho Nacional de Desenvolvimento Científico e Tecnológico (CNPq
Whatever dark matter is, it must be one irreducible unitary representation of the extended Lorentz g...
AbstractWe here provide further details on the construction and properties of mass dimension one qua...
This thesis studies the symmetries and phenomenologies of the massive vector fields of indefinite sp...
AbstractThe mass dimension one fermionic field associated with Elko satisfies the Klein–Gordon but n...
The mass dimension one fermionic field associated with Elko satisfies the Klein-Gordon but not the D...
AbstractThe mass dimension one fermionic field associated with Elko satisfies the Klein–Gordon but n...
The mass dimension one fermionic field associated with Elko satisfies the Klein–Gordon but not the D...
Abstract: The mass dimension one fermionic field associated with Elko satisfies the Klein-Gordon but...
Dual-helicity eigenspinors of the charge conjugation operator [eigenspinoren des ladungskonjugations...
The objective of this thesis is to derive a supersymmetric Lagrangian for fermionic fields with mass...
The objective of this thesis is to derive a supersymmetric Lagrangian for fermionic fields with mass...
AbstractWe here provide further details on the construction and properties of mass dimension one qua...
The objective of this thesis is to derive a supersymmetric Lagrangian for fermionic fields with mass...
Let $\Theta$ be the Wigner time reversal operator for spin half and let $\phi$ be a Weyl spinor. The...
The mass dimension one (MDO) fermionic field is built on a complete set of dual-helicity eigenspinor...
Whatever dark matter is, it must be one irreducible unitary representation of the extended Lorentz g...
AbstractWe here provide further details on the construction and properties of mass dimension one qua...
This thesis studies the symmetries and phenomenologies of the massive vector fields of indefinite sp...
AbstractThe mass dimension one fermionic field associated with Elko satisfies the Klein–Gordon but n...
The mass dimension one fermionic field associated with Elko satisfies the Klein-Gordon but not the D...
AbstractThe mass dimension one fermionic field associated with Elko satisfies the Klein–Gordon but n...
The mass dimension one fermionic field associated with Elko satisfies the Klein–Gordon but not the D...
Abstract: The mass dimension one fermionic field associated with Elko satisfies the Klein-Gordon but...
Dual-helicity eigenspinors of the charge conjugation operator [eigenspinoren des ladungskonjugations...
The objective of this thesis is to derive a supersymmetric Lagrangian for fermionic fields with mass...
The objective of this thesis is to derive a supersymmetric Lagrangian for fermionic fields with mass...
AbstractWe here provide further details on the construction and properties of mass dimension one qua...
The objective of this thesis is to derive a supersymmetric Lagrangian for fermionic fields with mass...
Let $\Theta$ be the Wigner time reversal operator for spin half and let $\phi$ be a Weyl spinor. The...
The mass dimension one (MDO) fermionic field is built on a complete set of dual-helicity eigenspinor...
Whatever dark matter is, it must be one irreducible unitary representation of the extended Lorentz g...
AbstractWe here provide further details on the construction and properties of mass dimension one qua...
This thesis studies the symmetries and phenomenologies of the massive vector fields of indefinite sp...