The corrections and extensions are boldfaced.
I have computed two homology groups, for two cases of what I call the generalized AdS/CFT-duality principle. One for the usual case and one for a black hole.
Table
of Contents
Preface: 4
1) Introduction 6
Part II: Basics 8
2) The basic Law 8
3) The Structure of
the fundamental Law 8
4) Topology 11
4a) Homology
Groups 12
4b) The
Coefficient Theorem of Homology Groups 15
5) The generalized
AdS/CFT-duality Principle 18
Part III: Applications 20
6) Consequences of
the basic Law 20
6a) The geometric
Laws of Gravielectromagnetism 23
7) Special cases of
the fundamental Spacetime Length 26
8)
Thermodynamics 28
9) Riemann
Surfaces 30
10) An Attempt to
create a microscopic Theory beyond Quantum Theory 32
10a) Detailed
Attempt of a new Description of the microscopic World 33
10b) A Sketch of a
new Theory of Entanglement 40
Part IV: Advanced Physics 42
11) Black Holes 42
Summary: 45
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