- Old mathematical models are reinterpreted and combined with new knowledge.
- Connecting the infinitely small with the infinitely large by using imaginary units.
- Proposal for solving the infinity problem by introducing imaginary calculus of wholeness.
- Reference work of Unified - / Holistic Physics.
The work ‘Introduction to Unified- / Holistic Physics’ is probably one of the last manually researched major works in the history of science.
Persistent misunderstandings are presented and resolved. They emerged in the context of the scientific debate around 1900 concerning the primacy of interpretation in mathematics. The discoverers of two fundamentally different mathematical systems, Hermann Grassmann and William Rowan Hamilton, developed their ‘new sciences’ almost simultaneously around 1843. However, neither their similarities nor their future applications have been identified to date.
Today, modern interpretations allow to answer fundamental questions in new ways. Now, the emergence of time and space, force and counterforce, even the quantum-physical entanglement, can be deducted mathematically.
A final statement of human imagination in the age of artificial intelligence is now available. Those who want to classify existing and new knowledge for themselves will find this scientific work indispensable.
ISBN: 978-3-9525768-9-2
DOI: https://doi.org/10.19219/978-3-9525768-9-2
Author-ID: https://orcid.org/0009-0005-9660-0442
Free review copy available via https://tredition.com/rezensionsexemplare/
The key points are also described in the popular science book „absolute imaginary“.
ISBN: 978-3-9525768-5-4 https://doi.org/10.19219/TOE-Modell/978-3-9525768-5-4
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Mathematical operations and laws are associated with the variety of forms. This leads to a Unified- / Holistic Physics that unites the behaviour of infinitely small and infinitely large physical forms. Our current and future findings can now be placed in the context of the initial ideas of Hermann Grassmann and William Rowan Hamilton.
string theory quantum physics theory of relativity Hermann Grassmann vector calculus William Rowan Hamilton quaternions octonions sedenions Albert Einstein quantum entanglement TOE-Modell