Difference between revisions of "Introduction for Newbies"
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| − | So, I have decided to write an introduction to absolute theory for newbies, because many still do not understand my explanations. The first thing you have to do is record the essay on [[Conservation of Mass]]. This is an important basic building block for various derivations. Then the [[ | + | So, I have decided to write an introduction to absolute theory for newbies, because many still do not understand my explanations. The first thing you have to do is record the essay on [[Conservation of Mass]]. This is an important basic building block for various derivations. Then the [[Equivalence of space and time]] is also important. Einstein set this up himself, but only drew relativistic conclusions. In the context of absolute theory, it is transferred to an absolute, quasi-Newtonian framework. All equivalences are derived from this equivalence. The math like [[Division by zero]] can be viewed independently. Although it arose from physical considerations, it is an independent structure. The [[Weltformel]] is to be understood in exactly the same way without preceding; important conclusions are also drawn from it. If you have any questions, let's not shy away from the discussion and get in touch at kontakt (at) till-meyenburg.de |
Revision as of 11:50, 17 January 2022
So, I have decided to write an introduction to absolute theory for newbies, because many still do not understand my explanations. The first thing you have to do is record the essay on Conservation of Mass. This is an important basic building block for various derivations. Then the Equivalence of space and time is also important. Einstein set this up himself, but only drew relativistic conclusions. In the context of absolute theory, it is transferred to an absolute, quasi-Newtonian framework. All equivalences are derived from this equivalence. The math like Division by zero can be viewed independently. Although it arose from physical considerations, it is an independent structure. The Weltformel is to be understood in exactly the same way without preceding; important conclusions are also drawn from it. If you have any questions, let's not shy away from the discussion and get in touch at kontakt (at) till-meyenburg.de
