**
Deutscher Index**

Translation of the German index,
for different content

Seeing the headline, one will suspect a criticism of quantum mechanics.
That is not intended. If the text looks like such criticism, then it is
a **consequence** from all insights and results.

These investigations should rather be a way to get around
consequences from the assumption of matter sources in continuum physics.
The alternative proposal consists in the renunciation of sources and in the
acknowledgment of integration constants as sole "origin" of non-zero fields.
Mathematics gives good reasons for this proposal with the Bianchi identities.
Experimental evidence is given with numbers of particles which are to see
from numerical simulations according to the Einstein-Maxwell equations.
First imperfect tries show these numbers still with wider tolerances
than usual in the standard model. However, these numbers are mutually
conditional. The fact that one can see such numbers at all should demonstrate
that this way could be promising.

**An Introduction, with References** (old)

TeX source
DVI
PDF

**An Intelligible Introduction (PDF), Regarding Geometry**

English German

**What is Geometric Theory of Fields ?**

Very intelligible introduction via Special and General Theory of Relativity,
that become parts of the new theory.

English

TeX source
DVI
PDF

German

TeX source
DVI
PDF

**NEW: Theses on the Geometric Theory of Fields,
like a presentation**

TeX source
DVI
PDF

**What the Geometric Theory of Fields is Good for**

English

TeX source
DVI
PDF

German

TeX source
DVI
PDF

Why integration constants instead of sources ?

TeX source
DVI
PDF

**Report on Numerical Simulations** (very old)

with source codes

Scans of the Prints

zipped (3 MB for download)
Several pages in a directory

Print Package for download

The print files contain the Esc P printer commands.
The most 24 pin and ink jet printers understand them.

Copy the print files **directly** to the printer folder or device

( e.g. cat * >/dev/lp? ).

**Theoretical Background: A Geometric Theory of Fields**
(German, as textbook, to be revised)

Scans of the Prints

PDF (7 MB for download)
Several pages in a directory

Print Package for download

Brief outline of the results (old),

as list (also in German),
as ASCII diagrams, with the reference values.

**NEW: Robust Results from Numerical Simulations, three-dimensionally
visualized.**

Nobody more can call them ``Wunschdenken'' (wishful thinking).

robust.tar.gz
(1.3 MB for download, to open under all familiar OS)

robust.tar.bz2
(750 kB for download)

Examples (finished pictures)

*) Please take notice of a mathematical derivation
regarding the geometrical interpretation of electromagnetism,
from a news article.

TeX source
DVI
PDF

The same as regular article

TeX source
DVI
PDF

Focussed to the curve parameters

TeX source
DVI
PDF

***) A derivation of Planck's constant in terms of classical fields**

TeX source
DVI
PDF

The geometric theory of fields involves also a well supported
global solution (possibly known but refused to believe).

TeX source
DVI
PDF

***) NEW: The key article on the Geometric theory of fields.**

``Justifying'' the decisive step.

PDF
Source package

*) These articles are precursors of publications in
Progress in Physics, 2009,
vol. 2 and 4.

**Patent Registration** (German)

Scans of the Official Document

zipped (1 MB for download)
Several pages in a directory

Original writing (PDF)

The patent registration serves only the copyright.

What were a theory without a reasonable alternative ?

Look at
Manfred Geilhaupt's `Knobelecke'. Take notice of Quantum Thermodynamics,
with interesting predictions. This is founded on a contrary philosophy.
Quantum thermodynamics could meet the geometric theory when more exact
numerical simulations reveal the solutions, taken as stationary, as
changing in time.

The scientific works inclusive of the attached software, are protected
with the patent registration, and older publications according to the
references. This concerns mainly the copyright.

The works may be freely used, but under all circumstances with the duty
of quotation. The author answers for the truth of the contents, but
refuses any responsibility for already arisen and future losses,
coming from misuse or due to ignoring the facts included in these works.