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  • Format: ePub

'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…mehr

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Produktbeschreibung
'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.

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Autorenporträt
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.