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Wolfgang W. Däumler

Wolfgang W. Däumler

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4
Publications
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Introduction
the horn torus is an excellent graphical representation of complex numbers, a compactification with considerable more properties than the Riemann sphere has, it connects zero and infinity in an amazing way, can be dynamized by two independent turns what creates an incredible complexity, and horn tori can be interlaced into one another, symbolizing correlation between entities, easily interpretable as physical objects, space, time, particles, ...

Publications

Publications (4)
Data
LIST OF ANIMATION LINKS INSIDE THE ARTICLE: "A ½ spin fiber model for the electron" found in Research Gate. https://www.researchgate.net/publication/358131052_A_12_spin_fiber_model_for_the_electron ---------------------------------------------------------------------------------------------------------------------------Official Journal home page o...
Preprint
Full-text available
(another) proposal to clear away the stumbling blocks from the road to a fundamental reality: abstract from your familiar perception, expel space, time and physical objects from ‘common sense’ and reduce all terms to pure mathematical entities! (not new, but worth to be repeated)
Preprint
Full-text available
For certain applications, especially regarding fundamental physical questions, it might be useful to replace the well-known and well-established Riemann sphere by the geometric figure horn torus, which comprises much more properties, complexity and capabilities than the sphere provides. In this paper we will describe the analytical method for respe...
Preprint
Full-text available
In this paper, we will introduce a beautiful horn torus model by Puha and Däumler for the Riemann sphere in complex analysis attaching the zero point and the point at infinity. Surprisingly enough, we can introduce analytical structure of conformality to the model.

Projects

Projects (2)
Project
https://www.horntorus.com/enter/ ... the 'doughnut' shaped geometrical figure horn torus serves as an allegoric figurative representative of fundamental mathematical and physical entities. To detail that comprehensibly, we use manifold images, animations and simulations, which are implemented in an extensive interdisciplinary art project, starting at the link above.
Project
Spin relativistic electron geometric magnetic flux dynamic model