Models for Physics of the Very Small and Very Large by Thomas J. Buckholtz PDF

By Thomas J. Buckholtz

ISBN-10: 9462391653

ISBN-13: 9789462391659

ISBN-10: 9462391661

ISBN-13: 9789462391666

This monograph tackles 3 demanding situations. First, convey a mathematics-based meta-model that fits identified straightforward debris. moment, practice types, in keeping with the meta-model, to check different recognized physics info. 3rd, are expecting destiny physics information. the mathematics good points ideas to isotropic pairs of isotropic quantum harmonic oscillators. This monograph fits a few suggestions to recognized easy debris. Matched houses contain spin, sorts of interactions within which the debris partake, and (for uncomplicated bosons) approximate lots. different ideas element to attainable user-friendly debris. This monograph applies the versions and the prolonged particle checklist. effects slim gaps among physics info and idea. effects pertain to trouble-free debris, astrophysics, and cosmology. for instance, this monograph predicts houses for beyond-the-Standard-Model ordinary debris, proposes descriptions of darkish subject and darkish strength, offers new relationships among recognized physics constants (including plenty of a few easy particles), comprises concept that dovetails with the ratio of darkish subject to dull topic, contains math that dovetails with the variety of elementary-fermion generations, indicates forces that govern the speed of growth of the universe, and indicates additions to and info for the cosmology timeline.

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3. ID denotes either of the I- or D-families. 4. YO denotes either of the Y- or O-families. 5. 1QR denotes either of the 1Q- or 1R-subfamilies. 6. 3QIRD denotes any one of the 3Q-, 3I-, 3R-, or 3D-subfamilies. 7. 2YO denotes either of the 2Y- or 2O-subfamilies. 8. 4YO denotes either of the 4Y- or 4O-subfamilies. 1. Some, instead of any one. 2. All, instead of any one. 3. Both, instead of either of. ~~~ This subsection discusses two uses for family names, for subfamily names, and for names of solutions.

2. 3. 1. If #EMAX is an even integer, #PMAX is an even integer. 2. If #EMAX is '∅, #PMAX is an even integer. 3. If #EMAX is an odd integer, #PMAX is an odd integer. We define two sets. Each set consists of indices associated with a sequence of consecutive nonnegative integers. 32 2 From data to the MM1 meta-model and MM1MS1 models 3. 4. 5. 6. 7. SIDE = { Ej | j = #EMAX , #EMAX − 1 , … , 1 , or 0 } SIDP = { Pj | j = 0 , 1 , … , #PMAX − 1 , or #PMAX } We provide notation for the union of the two sets.

7. 49 Starting with #P = A = [10], multiple solutions can pertain for a given base state. 1. For example, for 0A2G2468A&, the sub-list 2, 4, 6, 8, and A pertains and each of the following calculations leads to S = 1. 2. 3. 2S = (+ 2 + 4 − 6) + (− 8 + 10) We assume that, for #P ≥ A = [10], G-family solutions are not physicsrelevant. 1. We use the inappropriate redundancy criterion. ) Work in here and elsewhere dovetails with the following statement. 1. [Physics:] For each G-family solution that correlates with an elementary particle, #P ≤ 8.

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Models for Physics of the Very Small and Very Large by Thomas J. Buckholtz


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