Figure 2. The line segment PQ is a part of the eventon's event line. The distance-time in PQ parallel to the X and Y axes is stretched out between points P and Q and occurs at speeds smaller than or equal to speed c. |
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TEXT
- HOME
- TITLE
- TABLE OF CONTENTS
- 1. INTRODUCTION
- 2. PREPARATION OF PERSPECTIVE
- 2.1. The distance-time premise
- 2.2. Distance-time theory's unique idea of space
- 2.3. The finite speed of space
- 2.4. Visualizing the finite speed of space within the human mind
- 2.5. A major motivation for the creation of distance-time theory
- 2.6. New testable predictions only made by distance-time theory
- 3. DISTANCE-TIME THEORY - 1
- 3. DISTANCE-TIME THEORY - 2
- 3.8. The finite speed of space and the inverse speed of time
- 3.9. The finite speed of space versus the expansion of the universe
- 3.10. A here-now
- 3.11. A here-now never overlaps space
- 3.12. The effect of two distinct incidents on each other
- 3.13. Measuring a distance between two distinct locations at the same point of time relative to me
- 3.14. Rod and clock measurements
- 3.15. The speed of rod measurements
- 3. DISTANCE-TIME THEORY - 3
- 3. DISTANCE-TIME THEORY - 4
- 3.18. Reference frame motion of speeds slower than c
- 3.19. Speed limit
- 3.20. A perspective of a three-dimensional distance-time manifold
- 3.21. Relative motion's effect on rod and clock measurements
- 3.22. Perceiving the distance-time idea
- 3.23. Time is never a vector
- 3.24 The classical fourth dimension
- 4. DERIVATION OF SPECIAL RELATIVITY - 1
- 4. DERIVATION OF SPECIAL RELATIVITY - 2
- 5. PHOTONIC DISTANCE-TIME
- 6. PROBABILITY AND TRAVEL VIA A HERE-NOW
- DISCUSSION
- REFERENCES
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FIGURES