Strange considerations...
It's well known among mathematicians that there is no general solution in radicals to polinomial equations of degree higher than four. For a reference see for example wikipedia "Abel Ruffini theorem"... you'll find hints of demonstration and history about the subject.
Similarly, it' well known among physicists that space and time are strictly connected in a unique four dimensional space and time entity...
Isn't all that cool?
Similarly, it' well known among physicists that space and time are strictly connected in a unique four dimensional space and time entity...
Isn't all that cool?
posted by consul at 15:09
5 Comments:
Yes, it is very cool!
Abel to that ! Though "if we allow complex solutions, then every polynomial equation has solutions".
4D : may be just coolish, if v << c .
You must posted an another post. Wake up! Also a little sentence!
Let me make a remark on your request: you should (probably) mean "Even a short sentence!".
Anyway i will post as soon as possible!
Oohps, as usual i've seen just a part... i should make more corrections: imperative form needs the infinite! Fürthermore, another doesn't want any article!
Post a Comment
<< Home