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Elementary Particles: Solving the Antimatter Problem
This paper presents mathematical evidence that the “positron” found in numerous laboratory experiments - is actually a probable version of the muon neutrino, which is ordinary matter, not antimatter. This new evidence is based on the 1024-QAM model as the first Periodic Table for Elementary Particles. There are 16 probable versions of the muon neutrino with one third of the mass of an electron. 4Free
Elementary Particles: Proposed Nomenclature for the Mass Groups
This short technical paper presents a proposed naming convention for the elementary particles in all of the Mass Groups. The names have been drawn from a diverse background of countries, languages, and ethnicities. This system should make it simpler to discuss individual particles and their properties. For example, “Clara21” indicates Mass Group 2, the 4th particle mass, the second charge type,Free
Elementary Particles: Periodic Table
This technical paper presents a QAM model as the first Periodic Table for Elementary Particles. A 1024-QAM table is presented that graphically displays how all elementary particles are related, similar to the Standard Periodic Table in chemistry. Interestingly, the math that describes QAM is simple and elegant. If we line up all of the particle masses in order, we find there are a number of “gaps.Free
The First Periodic Table for Elementary Particles
This technical paper presents a QAM model as the first Periodic Table for Elementary Particles. A 1024-QAM table is presented that graphically displays how all elementary particles are related, similar to the Standard Periodic Table in chemistry. The math that describes QAM is simple and elegant. If we line up all of the particle masses in order, we find there are a number of “gaps.” These areFree
Anomalous Magnetic Moment: Source and Explanation
This paper explains the anomalous magnetic moment for all elementary particles and composite particles (such as the proton). The special case regarding the Muon anomaly is addressed. It also presents a summary of the issues in accurately measuring the magnetic dipole moment for elementary particles. The explanation provided involves simple math and probabilities. It is not complex, such as YangFree
Elementary Particles: Cracking the Code
This technical paper presents a QAM model as the first Periodic Table for Elementary Particles. A 1024-QAM table is presented that graphically displays how all elementary particles are related, similar to the Standard Periodic Table in chemistry. Interestingly, the math that describes QAM is simple and elegant. If we line up all of the particle masses in order, we find there are a number of “gaps.Free
Interpretarea electrodinamică a fenomenelor fizice produse de particulele atomice
Având în vedere că o serie de concepte bazate pe teoria forțelor electrostatice (legăturile chimice, cinetică moleculară, mișcarea brauniană etc.) prezintă grave contradicții privind explicarea acestor fenomene și formularea unor răspunsuri coerente la nivelul particulelor atomice, se impune o abordare nouă și o analiză dintr-o altă perspectivă a fenomenelor amintite.Este edificator în acest sens$0.99
Elementary Particles and Probabilities of Appearance
This paper presents a summary of the universal probabilities involved from the perspective of a single elementary particle. There are numerous probabilities that have near-infinite variations. Combined together, we can conclude that for all practical purposes the total probabilities are infinite, in our terms. The complete Periodic Table for Elementary Particles is provided with all 1024 particles$0.99
Elementary Particles: Estimates for Mass Groups 6 & 7
This paper presents many new elementary particles based on the QAM model as the first Periodic Table for Elementary Particles. The mass values for these new particles are estimated, based upon possible mathematical patterns. It should be noted these estimates are very crude, and are intended to be used as “guidelines” for experimental planning purposes. Mass estimates begin at 1 TeV. Probabilities