Quantum Mechanics of the Cell: An Emerging Field

Thomas Lee Abshier

Capstone synthesis: all of quantum mechanics emerges in CPP from four primitives (CPs, DI bits, the 600-cell lattice, the Nexus). The complex DI-bit amplitude evolves by deterministic hopping; the emergent quantum framework is recovered. All of quantum mechanics emerges in Conscious Point Physics from four primitives: Conscious Points (CPs), phase-carrying Displacement Increment (DI) bits, the 600-cell lattice, and the Nexus. The complex DI-bit amplitude _i = \,e^i_i evolves by deterministic hopping, yielding the Schr\"odinger equation in the continuum limit (Paper~2~). Simultaneous propagation along all geodesics gives the discrete Feynman path integral and quantum superposition (Paper~3~). The Nexus maintains non-separable joi

Ryutaro Yusunoki

Ryutaro Yusunoki

Volodymyr Krasnoholovets

Homeostatic intercellular communication is effected by an information field. Previously, such a field has been considered in relation to quantum and subquantum mechanics whereby physical aspects of the universe may be controlled by intuition. Correspondingly, recent research in fundamental physics reveals much deeper principles of the organization of matter than quantum mechanics prescribes. The study of real physical space discloses an inner structure of this eternal substrate that shares both discrete and continuum properties. Physical space is constituted as a fractal mathematical lattice of primary topological balls, named the tessellattice, from which particles emerge as fractally deformed cells. When such a particle is moving, it interacts with surrounding cells of the tessellattice, which results in the creation of a number of spatial excitations around the particle named inertons. In quantum mechanical formalism, a particle and its surrounding inerton cloud are expressed as the wave -function. Thus, inertons represent a substructure of the matter waves; they are carriers of mass and fractal properties of matter, and play the role of an information field in both physics and biology. Experimental manifestations of inertons in condensed media and biological systems are demonstrated. Certain challenges are listed.

T. R. Robinson

This book offers readers an entirely original and unconventional view of quantum mechanics. It is a view that accepts quantum mechanics as the natural way to think about the way nature works, rather than the view commonly expressed, especially in books on quantum physics, that quantum theory is weird and counterintuitive. It is based on the concept of itemization. From this simple premise, quantities like energy and momentum, both linear and angular emerge naturally, as do configuration space, potentials, the electromagnetic field, many-body dynamics, special relativity and relativistic wave mechanics. The many-body dynamics, because it is not tied to physics from the outset, can be applied to population dynamics outside physics as well as the usual physical situations. From this emerges much of the basic physics that describes, mathematically, how the natural world behaves. This accessible introduction does not require exotic maths, and is aimed at inquisitive physics students and professionals who are interested in exploring unconventional approaches to physics. It may also be of interest to anyone studying quantum information theory or quantum computing. Key Features Provides a unique, new approach to understanding quantum mechanics. Uses basic concepts and mathematical methods accessible at the undergraduate level. Presents applications outside physics, including a newly devised and original model of cell division that shows how cancer-cell population explosions occur. "What [the author] has done is changed the way of thinking about how to organize the foundations of quantum mechanics and the approach is a very natural one. This is a book that has the potential to be quite an important one in how we understand the origins of the quantum theory.This is not an ordinary quantum textbook. It is not trying to teach the full curriculum. It is instead focused on showing the origins of quantum mechanics and how it fits into the relativistic and quantum field theory worlds. It is more in line with foundations of quantum mechanics books, but in my opinion, way better than the whole lot of the rest of them. There is no comparison."— Professor James Freericks, Georgetown University.