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ConclusionThe results above show that treating zero as a null value { } for multiplication and division of quantities in physics gives significantly different results than our usual interpretation as { 0 }. The predictions made are based on the physics of the Universe, not philosophy or a self-referential system of proof. Physics and mathematics are too big to detail each use of zero; however we have shown a few examples where the difference is significant. These differences range from Geometry to Special Relativity to Field Theories. These examples are often, almost by definition, at the very limits and at boundary conditions as this is where the differences arise. I leave it to the reader to decide which face of zero they prefer for the task at hand, but I bet you'll never look at the humble zero the same ever again… Feel free to contact us with feedback or other instances of zero you feel may be relevant.
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