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Saunders Mac Lane Quotes

The Standard "foundation" For Mathematics Starts With Sets And Their Elements. It Is Possible To Start Differently, By Axiomatising Not Elements Of Sets But Functions Between Sets. This Can Be Done By Using The Language Of Categories And Universal Constructions.

Saunders Mac Lane Quotes: The Standard Foundation For Mathematics Starts With Sets And Their Elements. It Is Possible To Start Differently, By Axiomatising Not

Saunders Mac Lane Quotes: The Standard Foundation For Mathematics Starts With Sets And Their Elements. It Is Possible To Start Differently, By Axiomatising Not

Saunders Mac Lane Quotes: The Standard Foundation For Mathematics Starts With Sets And Their Elements. It Is Possible To Start Differently, By Axiomatising Not

Saunders Mac Lane Quotes: The Standard Foundation For Mathematics Starts With Sets And Their Elements. It Is Possible To Start Differently, By Axiomatising Not

Saunders Mac Lane Quotes: The Standard Foundation For Mathematics Starts With Sets And Their Elements. It Is Possible To Start Differently, By Axiomatising Not

Saunders Mac Lane Quotes: The Standard Foundation For Mathematics Starts With Sets And Their Elements. It Is Possible To Start Differently, By Axiomatising Not

Saunders Mac Lane Quotes: The Standard Foundation For Mathematics Starts With Sets And Their Elements. It Is Possible To Start Differently, By Axiomatising Not

Saunders Mac Lane Quotes: The Standard Foundation For Mathematics Starts With Sets And Their Elements. It Is Possible To Start Differently, By Axiomatising Not

Saunders Mac Lane Quotes: The Standard Foundation For Mathematics Starts With Sets And Their Elements. It Is Possible To Start Differently, By Axiomatising Not

Saunders Mac Lane Quotes: The Standard Foundation For Mathematics Starts With Sets And Their Elements. It Is Possible To Start Differently, By Axiomatising Not

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