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Springer eBooks

Extending Physical Reality

Published Mar 20, 2007• 0 citations
Publisher
DOI
10.1007/978-3-540-33732-4_2

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The Hilbert Book Model is based on a selected set of first principles and this foundation is extended by using trustworthy mathematical methods. The target of this project is a model that shows many features and phenomena that we know by observing physical reality. With other words the model is completely deduced. In advance the model is not called a model of physics. After a set of extension steps the model reaches some interesting results. At that instance a discussion might be started whether the model can be used as a model of physics. However, it is impossible to prove that this model gives a correct view of physical reality. In fact the models of contemporary physics face the same restriction. For this reason the project is formatted as a game. The participants of the game start with formulating well selected first principles and extend this foundation with trustworthy methods such that the target model shows many features and phenomena that we know by observing physical reality. In this way the Hilbert Book Model is just an instance of this game. The reader is invited to join the game or investigate and criticize the HBM.
Which non-local hidden variables could complement the description of physical reality? The present model of extended Newtonian dynamics (MEND) is generalize but not alternative to Newtonian Dynamics because its extended Newtonian Dynamics to arbitrary reference frames. It Is Physics of Arbitrary Reference Frames. Generalize and alternative is not the same. MEND describes the dynamics of mechanical systems for arbitrary reference frames and not only for inertial reference frames as Newtonian Dynamics. Newtonian Dynamics can describe non-inertial reference frames as well introducing fiction forces. In MEND we have fiction forces naturally and automatically from new axiomatic and we needn't have inertial reference frame. MEND is differs from Newtonian Dynamics in the case of micro-objects description.