Categories and Commutative Algebra [electronic resource] : Lectures given at a Summer School of the Centro Internazionale Matematico Estivo (C.I.M.E.) held in Varenna (Como), Italy, September 12-21,1971 /
Salmon, P.editor.
L. Badescu: Sur certaines singularités des variétés algébriques.- D.A. Buchsbaum: Homological and commutative algebra.- S. Greco: Anelli Henseliani.- C. Lair: Morphismes et structures algébriques.- B.A. Mitchell: Introduction to category theory and homological algebra.- R. Rivet: Anneaux de séries formelles et anneaux henseliens.- P. Salmon: Applicazioni della K-teoria all'algebra commutativa.- M. Tierney: Axiomatic sheaf theory: some constructions and applications.- C.B. Winters: An elementary lecture on algebraic spaces.
Description based upon print version of record.
L. Badescu: Sur certaines singularités des variétés algébriques -- D.A. Buchsbaum: Homological and commutative algebra -- S. Greco: Anelli Henseliani -- C. Lair: Morphismes et structures algébriques -- B.A. Mitchell: Introduction to category theory and homological algebra -- R. Rivet: Anneaux de séries formelles et anneaux henseliens -- P. Salmon: Applicazioni della K-teoria all'algebra commutativa -- M. Tierney: Axiomatic sheaf theory: some constructions and applications -- C.B. Winters: An elementary lecture on algebraic spaces.
L. Badescu: Sur certaines singularités des variétés algébriques.- D.A. Buchsbaum: Homological and commutative algebra.- S. Greco: Anelli Henseliani.- C. Lair: Morphismes et structures algébriques.- B.A. Mitchell: Introduction to category theory and homological algebra.- R. Rivet: Anneaux de séries formelles et anneaux henseliens.- P. Salmon: Applicazioni della K-teoria all'algebra commutativa.- M. Tierney: Axiomatic sheaf theory: some constructions and applications.- C.B. Winters: An elementary lecture on algebraic spaces.
Category theory (Mathematics).
Homological algebra.
Commutative algebra.
Commutative rings.
Category Theory, Homological Algebra.
Commutative Rings and Algebras.