It is already all in Dedekind. (Emmy Noether)

It is already all in Dedekind.

Emmy Noether

More Emmy Noether quotes

If one proves the equality of two numbers a and b by showing first that a \leqq b and then that a \geqq b, it is unfair; one should instead show that they are really equal by disclosing the inner ground for their equality. View quote
Emmy Noether
I have completely forgotten the symbolic calculus. View quote
Emmy Noether
My methods are really methods of working and thinking; this is why they have crept in everywhere anonymously. View quote
Emmy Noether
I obtained scientific guidance and stimulation mainly through personal mathematical contacts in Erlangen and in Göttingen. Above all I am indebted to Mr. E. Fischer from whom I received the decisive impulse to study abstract algebra from an arithmetical viewpoint, and this remained the governing idea for all my later work. View quote
Emmy Noether
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. View quote
Emmy Noether