„A ring of polynomials in any number of variables over a ring of coeffcients that has an identity element and a finite basis, itself has a finite basis.“

As quoted in Morris Kline, Mathematical Thought From Ancient to Modern Times (1972) p. 1153.

Obtido da Wikiquote. Última atualização 3 de Junho de 2021. História
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First On The Moon : A Voyage with Neil Armstrong, Michael Collins, Edwin E Aldrin, Jr. (1970) edited by Gene Farmer and Dora Jane Hamblin, p. 113, states of this: "Like many a quote which gets printed once and therefore enshrined in the libraries of all newspapers and magazines, this particular one was erroneous. Neil recalled having heard the quote, and he even recalled having repeated it once. He did not subscribe to its thesis, however, and he only quoted it so that he could disagree with it."
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Contexto: Fragment 1. (Stob.21.7; Diog.#.8.85) The world's nature is a harmonious compound of infinite and finite elements; similar is the totality of the world in itself, and of all it contains.
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It's tough maintaining discipline with all this hat-throwing going on.

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