Bourbaki: Towards a Philosophy of Modern MathematicsPaideia, 1970 - 144 pàgines |
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abstract algebraic geometry algebraic topology already American Mathematical analysis André Weil appear Artin axiomatic method axioms Behnke Bourbaki fraternity Bourbaki members Bourbaki-member Bourbakian branches of mathematics called Cartan century Chap chapter classical completely concepts considered context course decades Dieudonné differential equations E. T. Bell École Normale Eilenberg elementary Elements example fact Fang field formal functions functors groups Halmos Henri Cartan Hilbert history of mathematics homological algebra instance intuition Jean Dieudonné Kant least Lebesgue lecture logical logicians mathematical creation mathematical reasoning Mathematical Reviews mathematicians mathématique maticians matics matter means modern mathe modern mathematics namely nature never Nicolas Bourbaki objects perhaps philosophy of mathematics Poincaré Prof proof propositions pure question real numbers recent sense set theory simply solve structures symbols teachers theorems ticians tion topological vector spaces understand University volume Weyl wrote young