Polynomial identities and asymptotic methods

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Detalles Bibliográficos
Autor principal:	Giambruno, Antonio
Otros Autores:	Zaicev, Mikhail
Formato:	Libro
Lenguaje:	Inglés
Publicado:	Rhode Island : American Mathematical Society, 2005
Colección:	Mathematical survey and Monographs ; Vol. 122
Materias:	IDENTIDADES POLINOMIALES
Aporte de:	Registro referencial: Solicitar el recurso aquí Biblioteca Central Dr. Luis F. Leloir (FCEN) de Universidad de Buenos Aires

Tabla de Contenidos:

Preface
Chapter 1. Polynomial Identities and PI-Algebras
Chapter 2. Sₙ -Representations
Chapter 3. Group Gradings and Group Actions
Chapter 4. Codimension and Colength Growth
Chapter 5. Matrix Invariants and Central Polynomials
Chapter 6. The PI-Exponent of an Algebra
Chapter 7. Polynomial Growth and Low PI-exponent
Chapter 8. Classifying Minimal Varieties
Chapter 9. Computing the Exponent of a Polynomial
Chapter 10. G-Identities and G ʅ Sₙ-Action
Chapter 11. Superalgebras, *-Algebras and Codimension Growth
Chapter 12. Lie Algebras and Non-associative Algebras
Appendix A. The Generalized-Six-Square Theorem
Bibliography
Index