Miller, Ezra <br/><br/>
Combinatorial commutative algebra/ 
Ezra Miller and Bernd Sturmfels 
 - New York:  Springer,  2005. 
 - xiv, 417 p. :  ill. ;  25 cm. 
 - (Graduate texts in mathematics),  227 .
<br/><br/>I Monomial ideals: <br/>1 Squarefree monomial ideals --<br/>2 Borel-fixed monomial ideals --<br/>3 Three-dimensional staircases --<br/>4 Cellular resolutions --<br/>5 Alexander duality --<br/>6 Generic monomial ideals --<br/>II Toric algebra: 7 Semigroup rings --<br/>8 Multigraded polynomial rings --<br/>9 Syzgies of lattice ideals --<br/>10 Toric varieties --<br/>11 Irreducible and injective resolutions --<br/>12 Ehrhart polynomials --<br/>13 Local cohomology --<br/>III Determinants: 14 Plucker coordinates --<br/>15 Matrix Schubert varieties --<br/>16 Antidiagonal initial ideals --<br/>17 Minors in matrix products --<br/>18 Hilbert schemes of points. 
<br/><br/><label>ISBN: </label>9780387237077 
<br/><br/><label>Subjects--Topical Terms: </label><br/>Commutative algebra<br/>Combinatorial analysis<br/>Algebraic Geometry<br/>Algebra<br/>Mathematics
<br/><br/><label>Dewey Class. No.: </label>512.25  / MIL/C