Kirjahaku

Insight matters. People use insight to be aware, to plan, to achieve, and to appreciate achievements. Needs for crucial insight range from personal to global.Now, you can use Direct Outcomes checklists to create crucial insight - easily and quickly - throughout your work. People use Direct Outcomes to frame issues, solve problems, and create opportunities.Address pivotal questions such as the following. "What services do our customers need?" "What do we need to do?" "How well do we need to do it?" "Who best should do it?" "What impact will it have?" "What should we say?" "What else should we consider?" Gain crucial, situation-specific insight.Dr. Thomas J. Buckholtz wrote this book so that you can use Direct Outcomes, think well, create crucial insight, use the insight, do great, and thrive.

Math models may resolve about 10 particle-physics and astrophysics problems. The models use harmonic-oscillator math. The models correlate with Standard Model basic particles. The models seem to correlate with the following. A family of zero-mass bosons includes photons, gravitons, and spin-3 and spin-4 particles. Effects of the family govern the rate of expansion of the universe. Dark matter and dark energy consist of up to two kinds of stuff. One kind features peers of baryonic matter. The other kind includes fermions with spins 3/2 and 7/2. C, P, and T violations exceed amounts correlating with models limited to spins that do not exceed 1. Reactions led to matter/antimatter imbalance. Gravitons and some spin-1 bosons correlate with neutrino oscillations. Some ratios correlating with particle masses feature integers. Basic fermions have 3 generations. Possibly-infinite zero-point vacuum energy need not be a concern. Thomas J. Buckholtz invites you to read, enjoy, learn, and extend work Physics Beyond Spin One discusses.

For decades, people layered quantum mechanics on top of math for classical physics. Math models fail to correlate with numerous elementary-particle and astrophysics phenomena. We reset the basis for some mathematical physics. We start from quantum phenomena and from math for quantum harmonic oscillators. We solve or point to how to solve more than 10 well-known problems. What elementary particles remain to be discovered? What symmetries encompass Standard Model symmetries? How can models unify gravity and electromagnetism? What masses do neutrinos and leptoquarks have? What might dark matter and dark energy be? Why does the Standard Model underestimate symmetry violations? Why do fermions have 3 generations? Why is there much more matter than antimatter? What interactions lead to neutrino oscillations? Why does the universe's rate of expansion change? Why is the universe flat? Models in this book address all these topics. Thomas J. Buckholtz invites you to read, enjoy, learn, and extend work Physics Math Reset discusses.

We address four physics opportunities. First, suggest new elementary particles and forces. Second, explain phenomena such as dark matter. Third, augment and unite physics theories and models. Fourth, point to opportunities for further research. We use models based on solutions to equations featuring isotropic pairs of isotropic quantum harmonic oscillators. First, we show solutions that match the known elementary particles. We propose that other solutions correlate with elementary particles that people have yet to detect and with dark energy forces leading to three known eras - early acceleration, subsequent deceleration, and current acceleration - pertaining to the rate of expansion of the universe. Second, we extend solutions to encompass known conservation-law symmetries. Extended solutions correlate with known kinematics. We suggest that extended solutions describe dark matter, explain ratios of density of dark matter to density of ordinary matter, correlate with dark energy density, and explain other phenomena. Third, we propose that our work unites, suggests details regarding, extends, suggests complements to, and suggests limits regarding aspects of traditional physics theory. Those aspects include classical physics, special relativity, general relativity, quantum mechanics, the elementary particle Standard Model, the cosmology timeline, and galaxy evolution scenarios. The work provides possible insight regarding foundation of physics topics. Fourth, we suggest opportunities for people. We suggest opportunities for observational, experimental, and theoretical physics research. We suggest quantum field theory that features few interaction vertices, sums of few terms as alternatives to conditionally convergent sums of infinite numbers of terms, and no needs to deal with some infinities. We point to possible opportunities to further develop and apply modeling and math we use.

We address four physics opportunities. First, predict new elementary particles and forces. Second, explain phenomena such as dark matter. Third, unite physics theories and models. Fourth, point to opportunities for further research. We use models based on solutions to equations featuring isotropic pairs of isotropic quantum harmonic oscillators. First, we show solutions that match the known elementary particles. We propose that other solutions correlate with elementary particles that people have yet to detect and with dark energy forces leading to the three known eras - initial acceleration, subsequent deceleration, and current acceleration - pertaining to the rate of expansion of the universe. Second, we extend solutions to encompass known conservation-law symmetries. We note that extended solutions correlate with known kinematics. We propose that extended solutions describe dark matter, explain ratios of density of dark matter to density of ordinary matter, correlate with dark energy density, and explain other phenomena. Third, we note that the work unites, extends, and limits aspects of traditional physics. Those aspects include classical physics, special relativity, general relativity, quantum mechanics, the elementary particle Standard Model, and the cosmology timeline. The work provides possible insight regarding foundations of physics topics. Fourth, we suggest opportunities for people. We suggest opportunities for observational, experimental, and theoretical physics research. We point to possible opportunities to further develop and apply math we use.

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 descriptions 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.