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IFTop Space (X,Y,Z)sz=(f(x)=x)ANDSub Space (X,Y,Z)tz≠(f(x)≠x)±(f(x)=(x<1)/(x≥1))THENSpace ±(X,Y,Z)sty=((z=(f(x)=x))±(Z≠(f(x)≠x)±(f(x)=(x<1)/(x≥1))))ELSE∅...We all know about Outer Space, that's where our bodies live!But how does it tie in to the Quantum field (Sub space)?Well, if Quantum is the shadow of the Physical (Top space), then we can conclude that they are two sides of the same coin.Example:IFX=0ANDZ=0THENY=ZELSE∅IFX=5ANDZ=7THENY=(7=(f(5)=5))±(7≠(f(5)≠5)±(f(5)=(5<1)/(5≥1)))ELSE∅Conclusiony=(z=((f(x)=x)/(f(x)≠x)+(f(x)=((x<1)/(x≥1))))And voila, a Hypersphere.
Top space means nothing, look, I understand in your own head you are reading your abstract math like reading a book. However if you present your ''book'' in a foreign language, nobody else in the word will be able to read your book. You need to define your terms in their language. R³ defines xyz for example in real numbers.
(f(x)=x)+(f(x)≠x)
f(x)=x
f(x)≠x
If this is a comparison test, you have just calculated TRUE + FALSE; there is a logical equivalent of the mathematical "+", which is the OR function. TRUE OR FALSE = TRUE. Mathematicians would just say TRUE.
Quote(f(x)=x)+(f(x)≠x)This is clearly not about declaration of f(x)!
I understand in your own head you are reading your abstract math like reading a book. However if you present your ''book'' in a foreign language, nobody else in the word will be able to read your book. You need to define your terms in their language.