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Applications of Steenrod technology to invariant theory 05-Feb-2003 02:00 PM PST - 05-Feb-2003 02:55 PM PST
Showing 21 - 39 of 39 matches
Three-dimensional flops and non-commutative rings
Date: February 07, 2003
4 views • almost 22 years ago
Representation theory of Cohen-Macaulay rings
Date: February 03, 2003
4 views • over 11 years ago
Topological equivalences of differential graded algebras
Date: February 04, 2003
3 views • almost 22 years ago
Depth, detection, associated primes and isomorphisms of cohomology rings
Date: February 05, 2003
2 views • almost 22 years ago
Applications of quiver representations, II
Date: February 06, 2003
2 views • almost 22 years ago
Applications of quiver representations, II
Date: February 06, 2003
2 views • over 11 years ago
The homological complexity of the Frobenius endomorphism
Date: February 07, 2003
2 views • over 11 years ago
Three-dimensional flops and non-commutative rings
Date: February 07, 2003
2 views • over 11 years ago
Local cohomology and its applications
Date: February 05, 2003
1 view • almost 22 years ago
Almost flat extensions
Date: February 06, 2003
1 view • almost 22 years ago
The homological complexity of the Frobenius endomorphism
Date: February 07, 2003
1 view • almost 22 years ago
Commmutative and skew-commutative algebra on hyperplane arrangements
Date: February 04, 2003
1 view • over 11 years ago
Local cohomology and its applications
Date: February 05, 2003
1 view • over 11 years ago
Resolutions with structure
Date: February 04, 2003
1 view • over 11 years ago
Almost flat extensions
Date: February 06, 2003
1 view • over 11 years ago
Resolutions with structure
Date: February 04, 2003
No views • almost 22 years ago
Commmutative and skew-commutative algebra on hyperplane arrangements
Date: February 04, 2003
No views • almost 22 years ago
Good modules over reductive groups and commutative algebra
Date: February 06, 2003
No views • almost 22 years ago
Good modules over reductive groups and commutative algebra
Date: February 06, 2003
No views • over 11 years ago
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