Nucleosynthesis in Thin Layers (eBook)

A unified theory of five interactions in a fractal, algorithmic- algebraic universe

Otto Ziep (Autor)

eBook Download: EPUB

2024 | 12. Auflage
935 Seiten
epubli (Verlag)
978-3-7584-9006-4 (ISBN)

Infos

'Nucleosynthesis in thin layers' develops a unified theory of five interactions within a fractal universe based on information-currents from an algebraic algorithmic point of view. A fractal universe is viewed as a fluctuating hyperelliptic/elliptic singularity. An alternative view to our universe as a stationary state is developed by the author as a specialist in theoretical physics. A stationary universe requires stationary mass generation rate which is suspected in photosynthesis and cosmic rays. The presented theory for the interior of an elementary charge helps to solve the Riemann hypothesis as well, the cosmological constant problem, the magnetic monopole problem and involves the Dyson-Macdonald identity.

The author became a specialist in semiconductor theory through diploma work on electrons and photons in zero-gap semiconductors, through PhD with net recombination rate theory and band structure in lead chalcogenides and through doctoral thesis on electron transport in semiconducting microstructures in the presence of strong electric and magnetic fields. A trilogy 'Nucleosynthesis in thin layers', 'Fractal zeta universe and cosmic-ray-charge- cloud superfluid', 'The sensitive balance' continues his IT-freelance work (1993-2004) on computer algorithms for discrete dynamical systems. As an independent researcher, the author currently publishes on unified fields, algebraic foundations of quantum statistics, one- dimensional chaotic maps and number-theoretic calculations of coupling constants.

Autor

Das Buch setzt Arbeiten fort, die mit einem Diplom über Elektronen und Photonen in Zero-Gap-Halbleitern (1977, Moskauer Staatliche Universität), der Promotion über die Theorie der Nettorekombinationsrate und der Bandstruktur in Bleichalkogeniden (1980 Humboldt-Universität zu Berlin) sowie einer Doktorarbeit zum Elektronentransport in halbleitenden Mikrostrukturen in Gegenwart starker elektrischer und magnetischer Felder sowie ( 1986 Humboldt-Universität zu Berlin ) begonnen wurden und durch umfangreiche Arbeit an Computeralgorithmen 1993-2004 als IT-Freelancer fortgesetzt wurden.

Textauszug

2.5.Antimatter as a mean bifurcation rate

The Dirac Sea, i.e., a system of positive and negative energies and masses is viewed as an irreducible inflection tangent (bifurcation line) algorithm of four points 1,2,1’,2’ on a Kummer surface connected with a vertex part Γ(1,2,;1’,2’) as inflection tangent 2,1’ of an elliptic curve with points 1,2’. The vertex part Γ(1,2;1’,2’) denotes a symmetrized curve- tangent relation on a Kummer surface of a floating object. A 2x2 matrix dF(X,Y) for inflection tangents [19] is cast into a 4x4 form.Two rational world points X are connected by a SE(3) step with SE(3) screw s(A, a) for SE(3) matrix S(A, a) with a nilpotent matrix N0= S(S2-A2)/A2=0. Then dF(X,Y) and S(A, a) satisfy Dirac-like equations where the bi spinor ψs is an invariant expansion of the K(X) differential √d2 as square root of for simplest cycles of the map. A second definition of ψs arises from the exact expression of F(X,Y) which similar to the expression for the cross-ratio λ. Then ψs ere eigenstates of a matrix λ=λm/m ± ½ which defines the relation between mass and f(√Δ). The trivial fourth-order SE(3) term S4(A, a)-A2S2 =0 generalizes the mass generating Higgs Ginzburg-Landau term of phase transitions. The Mandelbrot map can be mapped to a Tschirnhaus- Hermite substitution of a lemniscate. The 4x4 nilpotent matrix N0= S(A2-S2)/A2=0 is equivalent to a Dirac equation E2-m2-p2=0 with λ=λ(m) and to where coordinate and spin index μ and s ranges from 1 to 4. Two periodicities appear: Sharkovskii’s ordering, and a Monster group and Minkowski bound structure of the elliptic invariant j(ω) localized in two regions. Bifurcation is equivalent to motion of dark matter of four points which can be visualized as tidal forces. For simplest cycles f(ω) fluctuations localize ψ-fluctuations as spatial SE(3) steps on K(X). A stationary bifurcation rate of simplest cycles creates masses +m and -m in

• Erscheint lt. Verlag: 20.3.2024
• Verlagsort: Berlin
• Sprache: englisch
• Themenwelt: Mathematik / Informatik ► Mathematik
• Schlagworte: Dunkle Materie • Dyson-MacDOnald Identität • iterierte Theta funktionen • neue Quantenstatistik-Norm • Neues Universum-Modell • Riemann hypothesis • Theta-Funktion • Universum • vereinheitlichte Wechselwirkung • Wechselwirkung
• ISBN-10: 3-7584-9006-5 / 3758490065
• ISBN-13: 978-3-7584-9006-4 / 9783758490064