Frank van den Bovenkamp- MSc.
- Owner at TGM Research, Netherlands
Frank van den Bovenkamp
- MSc.
- Owner at TGM Research, Netherlands
About
9
Publications
80,343
Reads
How we measure 'reads'
A 'read' is counted each time someone views a publication summary (such as the title, abstract, and list of authors), clicks on a figure, or views or downloads the full-text. Learn more
0
Citations
Introduction
The scalar field (the hidden quantum field involved in giving mass to particles) might be far more creative than generally believed. Through a newly proposed, synchronous self-interaction, the free field produces a potential well in which electrons and quarks plus their resp. masses emerge. The synchronization breaks the symmetry and is realized through the bifurcation of the field's (least) action, resulting in momentum and energy. A 3rd. component represents the synchronized mass dispersion of the field, is negentropic in nature and controls the bifurcation. The bifurcation is unitary and can be interpreted as a Fourier transform of the field's synchronous self-interaction.
Current institution
TGM Research, Netherlands
Current position
- Owner
Education
September 1983 - May 1988
Publications
Publications (9)
We present a minimal real-valued expression that models the internal tension between growth and rotation in the exponential formulation of the Dirichlet Zeta function. The form is self-contained in the summation index N and converges to unity if and only if the analytically derived identity σ sums = σ terms − 1 holds with σ terms = 1/2. The resulti...
The Riemann Zeta function has historically served as a crucial link between number theory and complex analysis. Departing from the conventional method of analytic continuation, this study explores the Zeta function and its nontrivial zeros by dynamically truncating its Dirichlet series. Through this approach, a comprehensive invariance known as the...
The Riemann Zeta function has long served as a bridge between number theory and complex analysis. Departing from the traditional approach of analytic continuation, this study explores the Zeta function through dynamic truncation of its Dirichlet series, revealing a comprehensive invariance known as the Zeta Orbital Equation. This novel approach uni...
The Riemann Zeta function has long served as a bridge between number theory and complex analysis. Departing from the traditional approach of analytic continuation, this study explores the Zeta function through dynamic truncation of its Dirichlet series, revealing a comprehensive invariance known as the Zeta Orbital Equation. This novel approach uni...
The brain is generally considered the physical seat of phenomenal consciousness. The cognitive function is understood well enough so that if it is simulated, it yields useful results. Yet this does not explain why the process of the brain leads to conscious experience. This became known as the "hard problem of consciousness". The phenomenon of cons...
Questions
Questions (2)
