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Topological Triviality and Versality for Subgroups $A$ and $K$

Available Formats:
Electronic ISBN: 978-1-4704-0809-1
Product Code: MEMO/75/389.E
List Price: $23.00
MAA Member Price: $20.70
AMS Member Price: $13.80

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Topological Triviality and Versality for Subgroups $A$ and $K$
Available Formats:
Electronic ISBN: | 978-1-4704-0809-1 |
Product Code: | MEMO/75/389.E |
List Price: | $23.00 |
MAA Member Price: | $20.70 |
AMS Member Price: | $13.80 |
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Book DetailsMemoirs of the American Mathematical SocietyVolume: 75; 1988; 106 ppMSC: Primary 58;
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Table of Contents
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Chapters
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Part I. Stratified vector fields without Whitney conditions
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1. An example illustrating the method
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2. Local integrability of stratified vector fields
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3. Sum of stratified vector fields
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Part II. Algebraic stratifications and systems of DA-algebras
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4. Systems of DA-algebras
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5. Operations and properties modelled on DA-algebras
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6. Algebraic stratifications and algebraically stratified vector fields
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7. Several algebraic lemmas
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Part III. The main theorems
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8. A special class of geometric subgroups (and some examples)
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9. Topological triviality and versality theorems in the weighted homogeneous case
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10. A reduction and the method for an example
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11. Collections of vector fields
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12. Filtered versions of the main theorems
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- Book Details
- Table of Contents
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- Request Review Copy
- Get Permissions
-
Chapters
-
Part I. Stratified vector fields without Whitney conditions
-
1. An example illustrating the method
-
2. Local integrability of stratified vector fields
-
3. Sum of stratified vector fields
-
Part II. Algebraic stratifications and systems of DA-algebras
-
4. Systems of DA-algebras
-
5. Operations and properties modelled on DA-algebras
-
6. Algebraic stratifications and algebraically stratified vector fields
-
7. Several algebraic lemmas
-
Part III. The main theorems
-
8. A special class of geometric subgroups (and some examples)
-
9. Topological triviality and versality theorems in the weighted homogeneous case
-
10. A reduction and the method for an example
-
11. Collections of vector fields
-
12. Filtered versions of the main theorems
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