Veta Definícia

Štvorcové picoparsecs (ppc ^{2 )}

Štvorcové tyče (štvorcové tyče)

Štvorcové Smoots (štvorcové Smoots)

Because theorems lie at the core of mathematics, they are also central to its aesthetics. Theorems are often described as being trivial, or difficult, or deep, or even beautiful. These subjective judgments vary not only from person to person, but also with time and culture: for instance, as a proof is obtained, simplified or better understood, a theorem that was once difficult may become trivial. On the other hand, a deep theorem may be stated simply, but its proof may involve surprising and subtle connections between disparate areas of mathematics. Fermat's Last Theorem is a particularly well-known example of such a theorem.

Štvorcové terametre (TM ^{2 )}

• Nevýrazný

“Theorem.” Wikipedia, Wikimedia Foundation, 30 May 2020, en.wikipedia.org/wiki/Theorem.