Primordial space The metric case / Bernd Schmeikal.

Format:

Book

Author/Creator:

Schmeikal, Bernd, 1946-

Series:

Space science, exploration and policies series.

Space science, exploration and policies

Language:

English

Subjects (All):

Space and time--Mathematics.

Space and time.

Space and time--Philosophy.

Physical Description:

1 online resource (399 p.)

Edition:

1st ed.

Place of Publication:

New York : Nova Science Publishers, c2010.

Language Note:

English

Summary:

This book is a ricochet against mainstream physics. It sprang out of the idea that outer symmetries of space-time are the same as inner symmetries of matter. In other words, the standard model of physics is a space-time group. This book is about structures and phenomena that are lying hidden underneath the surface of space-time. It begins with a few biographic events, Majoranas legacy, the philosophy of Gerhard Frey and some related anthropological topics which have to do with high energy physics. It continues with a reconstruction of the theorem by Banach and Tarski in Minkowski space. We are making acquaintance with the standard model as a property of space-time. So we are challenging quite unusual actions such as penetration of quarks by a probe. We propose to apply a penetrating function D. Then, measure and basis are connected with the axiom of choice.

Contents:

Intro

Contents

Preface

Chapter 1

Root of Foreword

Chapter 2

Begin

Chapter 3

Reality of Primordial Space

Chapter 4

Majoranas Legacy

Chapter 5

Primordial Thought

Chapter 6

The Philosophy of Gerhard Frey

Chapter 7

Cultural Mystic Systems

Chassidim in Judaism

Theravada Buddhism

Mahâyâna and Tantrayâna

Hinduismus and Bhagavadgita

Christian Mystic and the Abba

Chapter 8

Perceiving No Spatial Extension

Chapter 9

Construction of Metaphysics

Chapter 10

Metaphysics of Construction

Chapter 11

Self Relation Field

Idempotent: Becoming without Becoming

Chapter 12

Odd Parity Field

Chapter 13

Pulsating Zimzum with Measure

Representation of Simple Measurable Fields

Creation Reverted

Chapter 14

Phenomenology of Primordial Fields

Chapter 15

Theorem by Banach and Tarski in Minkowski Space

Chapter 16

Fractal Strong Force

Chapter 17

Primordial relation between quark and neutrino

Chapter 18

Escape from Chaos

The Pauli Principle

Chapter 19

The Appearance of Orientation

Chapter 20

Orientation in the Pauli Algebra

Chapter 21

Priming Orientation

Extension Calculus for Whitehead

» Orientation by Nature of Events «

Chapter 22

Reorientation of Space-Time Algebra

Chapter 23

Decomposition of Exponential Maps

Chapter 24

Isotropic Fields and Spinors

Chapter 25

Isotropic Fields In Cl3,1

Chapter 26

Inner and Outer

Isotropic Numbers in Small Subspaces

Energy Partition and Direction Field

Chapter 27

Lorentz Transformation by Isospin

Space Filling Fields and Structure of Relativistic Pure States

Holomotion of A -Quark

Chapter 28

Topological Defects and Conformal Lorentz Transformations

Geometry and Topology

Chapter 29

Conformal Time-Space.

Time-Space Expansion Shears

Colour Space Analysis

Remembering Weyl

Basic Laws of Pattern Formation

The Unstable Almost Pure State

Timespace Spinor- And Colour Spinor Space

Chapter 30

Timespace Analysis

Chapter 31

Phenomenology of Timewrap and Structure Waves

Chapter 32

Consequence for Cosmology

Chapter 33

The Old Unified Motion

Chapter 34

The Dirac Equation

Chapter 35

Self-Interacting Pure States

Fundamental Historic Approaches

Chapter 36

Origin of Chaotic Motion

Chapter 37

Quark on Travel

Chapter 38

Conformal Maps for Moving Flavour

Chapter 39

Translation Split of an Inner State

Chapter 40

Translating in the Euclidean Plane

Chapter 41

Translating Primitive Idempotent

Chapter 42

Force-Sustained Places

Chapter 43

Quaternion Solitons and Strings

Chapter 44

Isospin Deconvolution of Solitons

Falaco Soliton Dynamics in Clifford Algebra

Chapter 45

The Photon Singularity

Time Becoming an Isotropic Direction Field

Isospin Deconvoluted Timespace

Chapter 46

Primordial Matter

Kähler-Dirac Quark Hydrogen

Nulliton

The Wimp

Chapter 47

Topological Discontinuities of Quarks

Space-Time Defects Cl4,1

The Conjecture of Configuration

Chapter 48

Topological Evolution of Particles

Chapter 49

Strong Force Topological Torsion

Chapter 50

Dark Van Der Waals Gas

Chapter 51

Topological Time

Chapter 52

Coming Developments

On Idempotents

Idempotent Multiplications

Al-Muqabala - Adjustment of Idempotent Algebra

Continuous Idempotent Manifolds

Chapter 53

Pre-Geometric Observer Fields

New construction of physics

Chapter 54

Reference Frames of Awareness

Disappearance of I

Thinker and Feeler

The process and The Illusion of I.

The Invariant Beauty of Meaning In Sense Qualities

A Brief Episode in Science History

The Meaning of Awareness in Consciousness

A Question of Radical Constructivism

Material Observer Fields

Chapter 56

The Category of Consciousness

Semiotic Function in Awareness Field Icons

Generating Field Graphs

Category of Observer Field Graphs

The Gremlin of Infinite Self Reflection

Eigenforms of matter

Does Matter Have History?

The Real

Toolbox

Toolbox 1

Quaternions

Attention To New Insight

Historic Remark

Toolbox 2

Rings

Ring Examples

Toolbox 3

Tensor- and Graßmann Algebra

Toolbox 4

Clifford Algebra

Clifford Algebra Cl3,0 of Euclidean 3-Space

Another View of Angular Momentum Algebra

Rotation Roots

( Completing Angular Momentum Algebra (

The Lie Group L3,0

Four Rotation Roots

The Spin Manifold and its Eigenform

Clifford Manifold of Step Operators

Logic of Lie Algebra L (Cl) Over Clifford Algebra

Toolbox 5

Higher Spin in the Minkowski Algebra

Toolbox 6

Grade Equivalence in Cl3,1

Logic projector fields and splits

Toolbox 7

Higher Spin Isotropic Direction Fields

Toolbox 8

Matrix Representation of Cl4,1

Toolbox 9

Topological Evolution

The Pfaff Sequence

Ślebodziński - Cartan - Lie Differential

The Lie Differential

Literature

Index

Blank Page.

Notes:

Description based upon print version of record.

Includes bibliographical references (p. [369]-376) and index.

Description based on print version record; title from PDF title page, viewed (07/16/2020).

ISBN:

1-61470-617-4

OCLC:

923663404