The Setbacks of Theoretical Physics

Hilbert Book Model Project

Hans van Leunen • Boek • paperback

• Samenvatting
  The book is part of the Hilbert Book Model Project. The project concerns a well-founded, purely mathematical model of physical reality. The project relies on the conviction that physical reality owns its own kind of mathematics and that this mathematics guides and restricts the extension of the foundation to more complicated levels of the structure and the behavior of physical reality. This results in a model that more and more resembles the physical reality that humans can observe. The book is written by a retired physicist. Hans van Leunen MScHe started the Hilbert Book Model Project when he was 70 years.To feed his curiosity, Hans dived deep into the crypts of physical reality. He detected that more than eighty years ago, two scholars already discovered a suitable foundation of a mathematical model of the structure and behavior of physical reality. They called their discovery Hilbert space. The Hilbert Book Model Project explores this foundation by extending this structure to a system of Hilbert spaces and adds dynamics to the Hilbert Book Model.This approach is unorthodox and unconventional. It enters an area where many aspects cannot be verified by experiments and must be deduced by trustworthy mathematical methods. In this way, the project discovered new mathematics and new physics.The Hilbert Book Model appears to offer a very powerful and flexible modeling environment for physical theories.The model extensively applies quaternionic Hilbert space technology, and quaternionic integral and differential calculus. The project extensively exploits the capabilities of the existing versions of the quaternionic number system.The project explores the obvious modular design of the objects that exist in the universe. In contrast to mainstream physics, the Hilbert Book Model applies stochastic processes, rotations, and oscillations instead of forces and force carriers to control the coherence and the binding of modules.
• Productinformatie
  Binding : Paperback
  Distributievorm : Boek (print, druk)
  Formaat : 184mm x 267mm
  Aantal pagina's : 118
  Uitgeverij : Hans van Leunen
  ISBN : 9789464437614
  Datum publicatie : 10-2022
  
• Inhoudsopgave
  1 Introduction 6;
  2 Explanation 6;
  3 Clarification 8;
  4 Vector space 9;
  4.1 Independent directions 9;
  5 Number systems 11;
  5.1 Real numbers 11;
  5.2 Phase transitions 11;
  5.3 Spatial numbers 13;
  5.4 Division rings 13;
  5.5 Confusing calculation rules 14;
  6 History 14;
  7 Set theory 15;
  7.1 Collections in space 15;
  8 Coordinates 16;
  9 Hilbert spaces 17;
  9.1 Function space 18;
  9.2 Quantum logic 18;
  9.3 Other features of Hilbert spaces 19;
  9.3.1 Subdividing into Hilbert spaces 19;
  9.3.2 Subdividing into parameter space and target space 19;
  9.3.3 Adding change with time 22;
  10 Potentials and forces 23;
  10.1 Center of influence of actuators 23;
  10.2 Forces 23;
  10.3 Actuators 25;
  11 Stochastic processes 26;
  11.1 Optical Transfer Function and Modulation Transfer function 27;
  11.2 Photons 28;
  11.3 Light 29;
  11.4 Refraction 29;
  11.5 Holographic imaging 29;
  11.6 Electron optics 29;
  12 Social influences 31;
  13 Ongoing investigation 32;
  14 New insight 33;
  15 A System of Hilbert spaces 35;
  15.1 A System of separable Hilbert spaces 35;
  15.2 A modeling platform 37;
  15.2.1 Conglomerates 39;
  15.2.2 Interaction with black holes 40;
  15.2.3 Hadrons 41;
  15.2.4 Atoms 41;
  15.2.5 Molecules 42;
  15.2.6 Earth 43;
  15.2.7 Particles and fields 43;
  15.2.8 Modular system communities 43;
  15.3 A System of non-separable Hilbert spaces 44;
  16 Conclusions 45;
  17 Formulas 50;
  17.1 Relativity and curvature 50;
  17.2 Physical units 50;
  17.3 Vector arithmetic 50;
  17.3.1 Base vectors 51;
  17.4 Arithmetic of real numbers 52;
  17.5 Arithmetic of spatial numbers 53;
  17.6 Mixed arithmetic 54;
  17.7 Arithmetic of change 56;
  17.7.1 Differentiation 56;
  17.7.2 Enclosure balance equations 69;
  17.8 Dirac’bra-ket procedure 73;
  17.8.1 Countable number systems 74;
  17.8.2 Uncountable number systems 81;
  17.9 Fourier transform 83;
  17.10 Uncertainty principle 86;
  17.11 Center of influence of actuators 86;
  17.12 Forces 88;
  17.13 Deformation potentials 90;
  17.13.1 Center of deformation 90;
  17.14 Pulse location density distribution 92;
  17.15 Rest mass 94;
  17.16 Observer 94;
  17.16.1 Lorentz transform 95;
  17.16.2 Minkowski metric 97;
  17.16.3 Schwarzschild metric 97;
  17.16.4 Event horizon 98;
  17.17 Inertial mass 99;
  17.18 Inertia 100;
  17.19 Momentum 103;
  17.19.1 Forces 106;
  18 Postscript 107;
  18.1 The initiator of the project 107;
  18.2 Trustworthiness 107;
  18.3 The author 108;
  18.4 Early encounters 109;
  19 References 113;
  
  
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