PortadaGruposCharlasMásPanorama actual
Buscar en el sitio
Este sitio utiliza cookies para ofrecer nuestros servicios, mejorar el rendimiento, análisis y (si no estás registrado) publicidad. Al usar LibraryThing reconoces que has leído y comprendido nuestros términos de servicio y política de privacidad. El uso del sitio y de los servicios está sujeto a estas políticas y términos.

Resultados de Google Books

Pulse en una miniatura para ir a Google Books.

Cargando...

Monomial Ideals

por Jürgen Herzog

MiembrosReseñasPopularidadValoración promediaConversaciones
7Ninguno2,356,196NingunoNinguno
This book demonstrates current trends in research on combinatorial and computational commutative algebra with a primary emphasis on topics related to monomial ideals. Providing a useful and quick introduction to areas of research spanning these fields, Monomial Ideals is split into three parts. Part I offers a quick introduction to the modern theory of Grbner bases as well as the detailed study of generic initial ideals. Part II supplies Hilbert functions and resolutions and some of the combinatorics related to monomial ideals including the KruskalKatona theorem and algebraic aspects of Alexander duality. Part III discusses combinatorial applications of monomial ideals, providing a valuable overview of some of the central trends in algebraic combinatorics. Main subjects include edge ideals of finite graphs, powers of ideals, algebraic shifting theory and an introduction to discrete polymatroids. Theory is complemented by a number of examples and exercises throughout, bringing the reader to a deeper understanding of concepts explored within the text. Self-contained and concise, this book will appeal to a wide range of readers, including PhD students on advanced courses, experienced researchers, and combinatorialists and non-specialists with a basic knowledge of commutative algebra. Since their first meeting in 1985, Juergen Herzog (Universitt Duisburg-Essen, Germany) and Takayuki Hibi (Osaka University, Japan), have worked together on a number of research projects, of which recent results are presented in this monograph.… (más)
Ninguno
Cargando...

Inscríbete en LibraryThing para averiguar si este libro te gustará.

Actualmente no hay Conversaciones sobre este libro.

Ninguna reseña
sin reseñas | añadir una reseña

Pertenece a las series editoriales

Debes iniciar sesión para editar los datos de Conocimiento Común.
Para más ayuda, consulta la página de ayuda de Conocimiento Común.
Título canónico
Información procedente del conocimiento común inglés. Edita para encontrar en tu idioma.
Título original
Títulos alternativos
Fecha de publicación original
Personas/Personajes
Lugares importantes
Acontecimientos importantes
Películas relacionadas
Epígrafe
Dedicatoria
Primeras palabras
Citas
Últimas palabras
Aviso de desambiguación
Editores de la editorial
Blurbistas
Idioma original
DDC/MDS Canónico
LCC canónico

Referencias a esta obra en fuentes externas.

Wikipedia en inglés (1)

This book demonstrates current trends in research on combinatorial and computational commutative algebra with a primary emphasis on topics related to monomial ideals. Providing a useful and quick introduction to areas of research spanning these fields, Monomial Ideals is split into three parts. Part I offers a quick introduction to the modern theory of Grbner bases as well as the detailed study of generic initial ideals. Part II supplies Hilbert functions and resolutions and some of the combinatorics related to monomial ideals including the KruskalKatona theorem and algebraic aspects of Alexander duality. Part III discusses combinatorial applications of monomial ideals, providing a valuable overview of some of the central trends in algebraic combinatorics. Main subjects include edge ideals of finite graphs, powers of ideals, algebraic shifting theory and an introduction to discrete polymatroids. Theory is complemented by a number of examples and exercises throughout, bringing the reader to a deeper understanding of concepts explored within the text. Self-contained and concise, this book will appeal to a wide range of readers, including PhD students on advanced courses, experienced researchers, and combinatorialists and non-specialists with a basic knowledge of commutative algebra. Since their first meeting in 1985, Juergen Herzog (Universitt Duisburg-Essen, Germany) and Takayuki Hibi (Osaka University, Japan), have worked together on a number of research projects, of which recent results are presented in this monograph.

No se han encontrado descripciones de biblioteca.

Descripción del libro
Resumen Haiku

Debates activos

Ninguno

Cubiertas populares

Enlaces rápidos

Valoración

Promedio: No hay valoraciones.

¿Eres tú?

Conviértete en un Autor de LibraryThing.

 

Acerca de | Contactar | LibraryThing.com | Privacidad/Condiciones | Ayuda/Preguntas frecuentes | Blog | Tienda | APIs | TinyCat | Bibliotecas heredadas | Primeros reseñadores | Conocimiento común | 203,230,930 libros! | Barra superior: Siempre visible