How Volume Portions Form and Found Light, Gravity and Quanta
- the dynamics of volume in nature is derived from evident properties - the volu
Koester
ISBN 9783968310510
332 Seiten, Taschenbuch/Paperback
Volume in nature is a foundation of present-day physics.
The volume dynamics, VD, is implied by evident properties:
invariance of the speed of light and zero rest mass of volume
The VD includes:
the existence and reality of volume portions, VPs
change tensors of VPs, including electromagnetic waves
the differential equation describing change tensors, form of wave packets, formation and propagation of VPs
real quantities are identified via the Hacking criterion
The VD implies and explains present-day physics, e. g.
gravity and transmission of gravitational interaction
curvature of spacetime
general relativity as a semiclassical and averaging approximation
universal formation of quanta, a generalized Schrödinger equation, the postulates of quantum physics
the Schrödinger equation as a nonrelativistic approximation
an improved and generalized version of quantum field theory, including nonlocality & causality, without infinity
as expected, as real volume inside the light horizon cannot cause a real infinity
The VD implies, explains and clarifies properties of space, e. g.
VD implies density of volume in our heterogeneous universe
VD provides the time evolution of the Hubble constant (front cover), this solves the Hubble tension
real VPs represent the wave function and its generalization
VD clarifies real zeropointoscillations, real Casimir force and real VPs and solves the cosmological constant problem
causality with nonlocality is clarified
formation of matter has been derived
the era of cosmic inflation has been derived and clarified
the elementary charge, the electroweak couplings and many elementary particles have been derived and explained
the cosmological parameters have been derived fundamentally
Thus, the VD clarifies, generalizes and unifies present-day physics.
All results are in precise accordance with observation. Thereby, no fit has been executed, and no hypothesis has been introduced.
We derive all findings in a systematic, clear & smooth manner. We summarize our results by definitions, propositions & theorems. We are classes from grade 10 or higher, courses, research clubs, enthusiasts, observers, experimentalists, mathematicians, scientists, researchers