The Possibility of the Impossible in SuperMathematics
Mihai Eugen Selariu
Jan 2022 · SuperHyperAlgebra Book 10 · Infinite Study
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The paper presents some impossibilities in the old (ordinary) mathematics, now called centric mathematics (CM), which become possible in the new ex-centric mathematics (EM). The unification (reunion) of the two mathematics (CM and EM) constitutes what has been called SuperMathematics (SM), in which CM has only one member, while EM has an infinity of members for each entity. This gives the possibility of describing an elliptical function such as Neville Theta C with ex-centric circular SM functions. There is also the curiosity (sister to the impossible!) for a function to be almost identical to its variable. All this defies the possible, so it can be said like Professor Florentin Smarandache: "Everything is possible, even the impossible." In SuperMathematics!
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