Sunday, May 24, 2009

BUT THEN WHAT IS A QUASIGROUP?

It is said that a quasigroup need not have an identity nor be associative. But what kind of monsters might quasigroups be? To name an example we can think of LATIN SQUARES in which multiplying any row or column you get the same product. This concept I have never hitherto contemplated and I can only now see the beauty of it. check it out.
Posted by Hamlet H at

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IN PHENOUMENA

IN PHENOUMENA
FROM NOUMENA

ABOUT NOUMENA AND PHENOMENA. Welcome to my blog

NOUMENA : I define Noumena as all that can be perceived by the senses plus all that which cannot be perceived by the senses and define phenomena as all that which can be perceived by the senses. Therefore who can tell? This is all there is to it and that is that? In this sense I agree with Kant when in his Critic of Pure Reason states " How is all knowledge possible?" Be that knowledge apriori or aposteriori or both. All knowledge is possible only inasmuch as we are capable of perceiving it which can be perceived at all. However we would argue; our knowledge, is incomplete therefore void of complete reality. We only know (at most) about the world partially and not totally. Who so ever maintains he/she knows everything is only pretending to know that which she/he does not know. One must then agree with Plato that to know anything, one must see what is and what is not possible in the world.
Hamletois
RESEARCH
KANT
NOUMENA
HAMLETOIS

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