Features of the Hilbert Book Model

Features of the Hilbert Book ModelThis book starts from the axioms of traditional quantum logic and extends this model such that it incorporates physical fields as well as dynamics. It uses the isomorphism between the set of propositions of traditional quantum logic and the set of closed subspaces of an infinite dimensional separable Hilbert space that uses quaternions in order to specify its inner products. In order to implement dynamics, the developed model applies a sequence of

This book starts from the axioms of traditional quantum logic and extends this model such that it incorporates physical fields as well as dynamics.
It uses the isomorphism between the set of propositions of traditional quantum logic and the set of closed subspaces of an infinite dimensional separable Hilbert space that uses quaternions in order to specify its inner products.
In order to implement dynamics, the developed model applies a sequence of extended quantum logics or equivalently a sequence of extended separable Hilbert spaces. Each of the members of the sequence represents a static status quo of the universe. This leads to a new model of physics: The Hilbert Book Model
The book explains the existence of all known elementary particles of the standard model and shows how these particles get their mass and inertia. Due to its usage of quaternionic quantum state functions the model offers a completely new view into the undercrofts of fundamental physics.