Matches in Harvard for { ?s ?p I. Algebraic Preliminaries -- 1. Homomorphisms and extensions -- 2. Direct sums and products -- 3. Linear topologies -- II. Set Theory -- 1. Ordinary set theory -- 2. Filters and large cardinals -- 3. Ultraproducts -- 4. Clubs and stationary sets -- 5. Games and trees -- 6. [Delta]-systems and partitions -- III. Slender Modules -- 1. Introduction to slenderness -- 2. Examples of slender modules and rings -- 3. The Los-Eda theorem -- IV. Almost Free Modules -- 1. [kappa]-free modules -- 2. N[subscript 1]-free abelian groups -- 3. Compactness results -- V. Pure Injective Modules -- 1. Structure theory -- 2. Cotorsion groups -- VI. More Set Theory -- 1. Prediction Principles -- 2. Models of set theory -- 3. L, the constructible universe -- 4. MA and PFA -- 5. PCF theory and I[[lambda]] -- VII. Almost Free Modules Revisited (IV, VI) -- 0. N[subscript 1]-free abelian groups revisited -- 1. k-free modules revisited -- 2. k-free abelian groups -- . }
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- catalog description "I. Algebraic Preliminaries -- 1. Homomorphisms and extensions -- 2. Direct sums and products -- 3. Linear topologies -- II. Set Theory -- 1. Ordinary set theory -- 2. Filters and large cardinals -- 3. Ultraproducts -- 4. Clubs and stationary sets -- 5. Games and trees -- 6. [Delta]-systems and partitions -- III. Slender Modules -- 1. Introduction to slenderness -- 2. Examples of slender modules and rings -- 3. The Los-Eda theorem -- IV. Almost Free Modules -- 1. [kappa]-free modules -- 2. N[subscript 1]-free abelian groups -- 3. Compactness results -- V. Pure Injective Modules -- 1. Structure theory -- 2. Cotorsion groups -- VI. More Set Theory -- 1. Prediction Principles -- 2. Models of set theory -- 3. L, the constructible universe -- 4. MA and PFA -- 5. PCF theory and I[[lambda]] -- VII. Almost Free Modules Revisited (IV, VI) -- 0. N[subscript 1]-free abelian groups revisited -- 1. k-free modules revisited -- 2. k-free abelian groups -- ".
- catalog tableOfContents "I. Algebraic Preliminaries -- 1. Homomorphisms and extensions -- 2. Direct sums and products -- 3. Linear topologies -- II. Set Theory -- 1. Ordinary set theory -- 2. Filters and large cardinals -- 3. Ultraproducts -- 4. Clubs and stationary sets -- 5. Games and trees -- 6. [Delta]-systems and partitions -- III. Slender Modules -- 1. Introduction to slenderness -- 2. Examples of slender modules and rings -- 3. The Los-Eda theorem -- IV. Almost Free Modules -- 1. [kappa]-free modules -- 2. N[subscript 1]-free abelian groups -- 3. Compactness results -- V. Pure Injective Modules -- 1. Structure theory -- 2. Cotorsion groups -- VI. More Set Theory -- 1. Prediction Principles -- 2. Models of set theory -- 3. L, the constructible universe -- 4. MA and PFA -- 5. PCF theory and I[[lambda]] -- VII. Almost Free Modules Revisited (IV, VI) -- 0. N[subscript 1]-free abelian groups revisited -- 1. k-free modules revisited -- 2. k-free abelian groups -- ".