Provides a mathematical basis for modeling known and possible elementary particles
Provides ways to close gaps between physics data and traditional theory - in particle physics and cosmology
Suggests extensions to the particle-physics Standard Model
Provides an analog, for elementary particles, to the periodic table for elements
Predicts measurable quantities
Suggests new items and details for the cosmology timeline
Points to opportunities for research in mathematics, applied mathematics, theoretical physics, and experimental and observational physics
Is suitable for advanced undergraduate courses, graduate courses, and special-topics seminars
Uses straightforward math
Shows how the work uses physics to narrow the choices of applicable math solutions
Summarizes key findings
Provides abstracts or introductory sentences - for chapters, sections, and subsections
Uses tables to highlight key points
Provides useful internal cross-references, including a list of abstracts for chapters and a list of abstracts and tables for sections
This monograph tackles three challenges. First, show a mathematics-based meta-model that matches known elementary particles. Second, apply models, based on the meta-model, to match other known physics data. Third, predict future physics data. The math features solutions to isotropic pairs of isotropic quantum harmonic oscillators. This monograph matches some solutions to known elementary particles. Matched properties include spin, types of interactions in which the particles partake, and (for elementary bosons) approximate masses. Other solutions point to possible elementary particles. This monograph applies the models and the extended particle list. Results narrow gaps between physics data and theory. Results pertain to elementary particles, astrophysics, and cosmology. For example, this monograph predicts properties for beyond-the-Standard-Model elementary particles, proposes deillegalscriptions of dark matter and dark energy, provides new relationships between known physics constants (including masses of some elementary particles), includes theory that dovetails with the ratio of dark matter to ordinary matter, includes math that dovetails with the number of elementary-fermion generations, suggests forces that govern the rate of expansion of the universe, and suggests additions to and details for the cosmology timeline.
Overview.- From data to the MM1 meta-model and MM1MS1 models.- From the MM1 meta-model to particles and properties.- From particles to cosmology and astrophysics.- From MM1MS1 models to traditional models.- From MM1MS1 models to traditional theories.- From the MM1 meta-model to perspective.- Appendices.- Compendia.
This monograph tackles three challenges. First, show a mathematics-based meta-model that matches known elementary particles. Second, apply models, based on the meta-model, to match other known physics data. Third, predict future physics data. The math features solutions to isotropic pairs of isotropic quantum harmonic oscillators. This monograph matches some solutions to known elementary particles. Matched properties include spin, types of interactions in which the particles partake, and (for elementary bosons) approximate masses. Other solutions point to possible elementary particles. This monograph applies the models and the extended particle list. Results narrow gaps between physics data and theory. Results pertain to elementary particles, astrophysics, and cosmology. For example, this monograph predicts properties for beyond-the-Standard-Model elementary particles, proposes deillegalscriptions of dark matter and dark energy, provides new relationships between known physics constants (including masses of some elementary particles), includes theory that dovetails with the ratio of dark matter to ordinary matter, includes math that dovetails with the number of elementary-fermion generations, suggests forces that govern the rate of expansion of the universe, and suggests additions to and details for the cosmology timeline.
Overview.- From data to the MM1 meta-model and MM1MS1 models.- From the MM1 meta-model to particles and properties.- From particles to cosmology and astrophysics.- From MM1MS1 models to traditional models.- From MM1MS1 models to traditional theories.- From the MM1 meta-model to perspective.- Appendices.- Compendia.
Inhaltsverzeichnis
Overview.- From data to the MM1 meta-model and MM1MS1 models.- From the MM1 meta-model to particles and properties.- From particles to cosmology and astrophysics.- From MM1MS1 models to traditional models.- From MM1MS1 models to traditional theories.- From the MM1 meta-model to perspective.- Appendices.- Compendia.
Klappentext
This monograph tackles three challenges. First, show a mathematics-based meta-model that matches known elementary particles. Second, apply models, based on the meta-model, to match other known physics data. Third, predict future physics data. The math features solutions to isotropic pairs of isotropic quantum harmonic oscillators. This monograph matches some solutions to known elementary particles. Matched properties include spin, types of interactions in which the particles partake, and (for elementary bosons) approximate masses. Other solutions point to possible elementary particles. This monograph applies the models and the extended particle list. Results narrow gaps between physics data and theory. Results pertain to elementary particles, astrophysics, and cosmology. For example, this monograph predicts properties for beyond-the-Standard-Model elementary particles, proposes deillegalscriptions of dark matter and dark energy, provides new relationships between known physics constants (including masses of some elementary particles), includes theory that dovetails with the ratio of dark matter to ordinary matter, includes math that dovetails with the number of elementary-fermion generations, suggests forces that govern the rate of expansion of the universe, and suggests additions to and details for the cosmology timeline.
Summarizes key findings
Provides abstracts or introductory sentences - for chapters, sections, and subsections
Uses tables to highlight key points
Provides useful internal cross-references, including a list of abstracts for chapters and a list of abstracts and tables for sections
Provides a mathematical basis for modeling known and possible elementary particles
Provides ways to close gaps between physics data and traditional theory - in particle physics and cosmology
Suggests extensions to the particle-physics Standard Model
Provides an analog, for elementary particles, to the periodic table for elements
Predicts measurable quantities
Suggests new items and details for the cosmology timeline
Points to opportunities for research in mathematics, applied mathematics, theoretical physics, and experimental and observational physics
Is suitable for advanced undergraduate courses, graduate courses, and special-topics seminars
Includes supplementary material: sn.pub/extras
