We point out the conceptual problems related to the ap-plication of the standard notion of mass to quarks and recall the arguments that there should be a close connection between the properties of elementary particles and the arena used for the description of classical macroscopic processes. Motivated by the above and the wish to introduce more symmetry between the coordinates of position and momentum we concentrate on the classical nonrelativistic phase space with p2 + x2 as an invariant. A symmetry-based argument on how to generalize the way in which mass enters into our description of Nature is presented and placed into the context of the phase-space scheme discussed. It is conjectured that the proposed non-standard way of relating ”mass...
It is extremely productive to give the resultant vector (EV) from the outer vector product (Part I o...
This book aims to develop a general framework of condensed matter theory in phase space, instead of ...
This is a text on quantum mechanics formulated simultaneously in terms of position and momentum, i.e...
The mass problem in particle physics and its impact for other fields is discussed. While the problem...
The Standard Model of elementary particles, although very successful, contains various elements that...
It is extremely productive to give the resultant vector ( EV ) from the outer vector product (Par...
In this talk I discuss the origin of mass in quantum chromodynamics in the context of the classical ...
The symmetry occurs in most of the phenomena explained by physics, for example, a particle has posit...
The origin of mass in the standard model of particle physics is discussed and some difficulties poin...
The proliferation of quarks and leptons remains one of the least understood features in our present ...
The concept of conversion between mass and energy is discussed in chemical and nuclear reactions to ...
We briefly review some of the connections between symmetry breaking in condensed matter physics and i...
We determine, within a meta-model, the properties of the nuclear matter equation of state (EoS) that...
In this paper, an outline of an alternative to standard ΛCDM theories is presented. Specifically, in...
Abstract: We argue that a non commutative geometry at the Compton scale is at the root of mass, Quan...
It is extremely productive to give the resultant vector (EV) from the outer vector product (Part I o...
This book aims to develop a general framework of condensed matter theory in phase space, instead of ...
This is a text on quantum mechanics formulated simultaneously in terms of position and momentum, i.e...
The mass problem in particle physics and its impact for other fields is discussed. While the problem...
The Standard Model of elementary particles, although very successful, contains various elements that...
It is extremely productive to give the resultant vector ( EV ) from the outer vector product (Par...
In this talk I discuss the origin of mass in quantum chromodynamics in the context of the classical ...
The symmetry occurs in most of the phenomena explained by physics, for example, a particle has posit...
The origin of mass in the standard model of particle physics is discussed and some difficulties poin...
The proliferation of quarks and leptons remains one of the least understood features in our present ...
The concept of conversion between mass and energy is discussed in chemical and nuclear reactions to ...
We briefly review some of the connections between symmetry breaking in condensed matter physics and i...
We determine, within a meta-model, the properties of the nuclear matter equation of state (EoS) that...
In this paper, an outline of an alternative to standard ΛCDM theories is presented. Specifically, in...
Abstract: We argue that a non commutative geometry at the Compton scale is at the root of mass, Quan...
It is extremely productive to give the resultant vector (EV) from the outer vector product (Part I o...
This book aims to develop a general framework of condensed matter theory in phase space, instead of ...
This is a text on quantum mechanics formulated simultaneously in terms of position and momentum, i.e...