CHAPTER II

RELATIVITY EFFECTS CAUSED

BY (C+V) (C-V) MATHEMATICS

9. RESULTS OF (C+V) (C-V) MATHEMATICS AND RELATIVITY EFFECTS

In my studies on (c+v)(c-v) mathematics, I have reached numerous results that I can say are quite extensive.  When I listed the topics of the results I obtained one by one, a rich list like the one below emerged. This list currently includes the results that I have been able to access.  As work on Alice's Law continues, this list will undoubtedly expand with new results.  I have grouped all these results under the title "Relativity Effects."  Of course, these now belong to Alice's Law. They have no connection with the past results of the Theory of Relativity.  Therefore, listing these effects under the name "Alice Effects" would not be incorrect. At this stage, it is also necessary to answer the question:  "What is relativity, and what does it mean in its new form?"

Definition of Relativity:  In electromagnetic interactions between reference systems that are in motion relative to each other, a certain number of physical changes and effects occur depending on the existence of the speed of light constant in nature and these can be collected under the title of Relativity Effects.

RELATIVITY EFFECTS (ALICE EFFECTS)
• Wavelength Shift (Doppler Shift)
• Frequency Shift (Doppler Shift)
• Rearrangement of the wave speed equation for electromagnetic waves
• Byte Shift
• Time Shift
• Dimension Shift
• Image and Source
• Absolute Space-Time and Visible Space-Time
• Simultaneity and Coexistence
• Angle Shift
• Phase Shift and Signal Path
• Radiant Flux Shift

Some of these results share similarities with the results of The Theory of Relativity. For instance, Time Dilation and Length Contraction are included in Alice Law as Time Shift and Dimension Shift. With a difference, of course: as the foundations of two theories are different, these concepts logically describe different situations in these different theories. 

Alice Law, as is now, involves electromagnetic interaction between reference systems in uniform linear movement, that is, inert reference systems, relative to each other. This situation resembles the first appearance of The Theory of Special Relativity. (c+v) (c-v) mathematics will expand in the future so that it will include all movements. Accelerated motion, rotational motion, motions under the effect of gravitational force, etc. When (c+v) (c-v) mathematics reaches a level that contains all these motions, to put it differently, when force is involved in motion, Alice Law will reach its final form to a large extent