Winfried Bruns has contributed numerous articles to homological and combinatorial commutative algebra. The book
Cohen–Macaulay Rings he co-wrote with J. Herzog has become a standard reference. His work in discrete convex geometry is presented in the book
Polytopes, Rings and K-Theory co-authored with J. Gubeladze, and in the software package
Normaliz.
Aldo Conca has written over seventy papers in commutative algebra. His main contributions are related to determinantal rings, Gröbner degenerations, Koszul and quadratic algebras, and Koszul homology. More recently, he has been involved in projects where commutative algebra is applied to “real world” problems.
Claudiu Raicu has contributed to the study of homological invariants in commutative algebra and algebraic geometry, with an emphasis on problems involving symmetries coming from a group action. In the case of determinantal varieties and schemes, his work includes explicit calculations of a number of invariants such as local cohomology groups, Lyubeznik numbers, Hodge ideals, Ext modules and asymptotic regularity.
Matteo Varbaro has contributed to the study of various topics in commutative algebra. His contributions include results on Gröbner deformations, determinantal objects, local cohomology, combinatorial commutative algebra, F-singularities, Castelnuovo–Mumford regularity.
2 Електронні книги від Matteo Varbaro
Claudia Polini & Claudiu Raicu: Recent Developments in Commutative Algebra
This book presents four lectures on Rees rings and blow-ups, Koszul modules with applications to syzygies, Grobner bases and degenerations, and applications of Adams operations. Commutative Algebra h …
EPUB
Англійська
DRM
€51.48
Winfried Bruns & Aldo Conca: Determinants, Gröbner Bases and Cohomology
This book offers an up-to-date, comprehensive account of determinantal rings and varieties, presenting a multitude of methods used in their study, with tools from combinatorics, algebra, representati …
PDF
Англійська
€139.09