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Inverse Invariant Theory and Steenrod Operations

Mara D. Neusel Yale University, New Haven, CT
Available Formats:
Electronic ISBN: 978-1-4704-0283-9
Product Code: MEMO/146/692.E
List Price: $57.00 MAA Member Price:$51.30
AMS Member Price: $34.20 Click above image for expanded view Inverse Invariant Theory and Steenrod Operations Mara D. Neusel Yale University, New Haven, CT Available Formats:  Electronic ISBN: 978-1-4704-0283-9 Product Code: MEMO/146/692.E  List Price:$57.00 MAA Member Price: $51.30 AMS Member Price:$34.20
• Book Details

Memoirs of the American Mathematical Society
Volume: 1462000; 157 pp
MSC: Primary 13; 55;

Researchers and graduate students in commutative algebra, algebraic topology and invariant theory.

• Chapters
• Introduction
• 1. The $\Delta$-theorem
• 2. Some field theory over the Steenrod algebra
• 3. The integral closure theorem and the unstable part
• 4. The inseparable closure
• 5. The embedding theorem I
• 6. Noetherianess, the embedding theorem II and Turkish delights
• 7. The Galois embedding theorem, the little imbedding theorem, and a bit more
• 8. The big imbedding theorem, Thom classes, Turkish delights II and the reverse Landweber-Stong conjecture
• Requests

Review Copy – for reviewers who would like to review an AMS book
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Accessibility – to request an alternate format of an AMS title
Volume: 1462000; 157 pp
MSC: Primary 13; 55;

Researchers and graduate students in commutative algebra, algebraic topology and invariant theory.

• Chapters
• Introduction
• 1. The $\Delta$-theorem
• 2. Some field theory over the Steenrod algebra
• 3. The integral closure theorem and the unstable part
• 4. The inseparable closure
• 5. The embedding theorem I
• 6. Noetherianess, the embedding theorem II and Turkish delights
• 7. The Galois embedding theorem, the little imbedding theorem, and a bit more
• 8. The big imbedding theorem, Thom classes, Turkish delights II and the reverse Landweber-Stong conjecture
Review Copy – for reviewers who would like to review an AMS book
Permission – for use of book, eBook, or Journal content
Accessibility – to request an alternate format of an AMS title
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