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Research on the a priori of Physics

Geometric Critique of Pure Mathematical Reasoning   


Discussion of the founding ideas we use to understand physics.

The goal is by an ethic attempt to build a new founding epistemology for further development of the science of physics.


An Ethical Attempt at an a priory Epistemology for Physics
The analysis of this book aims to find the fundamental concept ideas for understanding physics. Everything we see has a geometric size and structure in space. Every time cyclic identical things are counted, we get the idea of geometric events in a Space-Time concept for the universal space of Nature.
Looking out into the night starry sky, we realise we live in the middle of a big spatial sphere. Pointing a stone, a wall, the page of a book or screen, or even a celestial star, surfaces of everything are across the looking direction as a straight line into the depth.  All these light-transmitting surfaces we see have two dimensions 2D, a length (width), and a breadth (height), as x and y coordinates, or when it comes to the celestial sky the spherical angular coordinates φ and θ. The depth is then the third z coordinate or r as the radius out to the spherical surface.
This look into space gives a possibility of active rotation around such a direction as an imaginary thought of a transversal plane. This is in tradition, abstract well described mathematically by the complex exponential function exp(iψ) driven by the imaginary unit i of the complex number plan theory.
This quality of Space has been purely epistemologically explained especially in modern narratives of physics. This formidable book tries to investigate this quality of physical Space-Time by first approaching the time-energy problem as cyclic rotations getting any information from a universal Nature. Then trying a description of the structure quality of Space using the idea of Geometric Algebra, by  well-known geometric vector objects and their multiplication products to describe angular movements in rotations, used as generalised representatives for abstract localised subjects and getting information out from the substance of Space and Time per se.

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