Algebraic combinatorics: Difference between revisions

Content deleted Content added
Further reading: |ref=harv
Line 59:
 
==Further reading==
*{{ cite book | last1=Bannai | first1=Eiichi | <!-- authorlink1=Eiichi Bannai | authorlink2= Tatsuro Ito --> | last2=Ito | first2=Tatsuro | title=Algebraic combinatorics I: Association schemes | publisher=The Benjamin/Cummings Publishing Co., Inc. | ___location=Menlo Park, CA | year=1984 | pages=xxiv+425 | isbn=0-8053-0490-8 | mr=0882540|ref=harv }}
* {{cite book|editor-first1=Louis J. |editor-last1=Billera|editor1-link=Louis Billera|editor-first2= Anders|editor-last2= Björner|editor2-link=Anders Björner|editor-first3= Curtis|editor-last3= Greene|editor3-link=Curtis Greene | editor-first4= Rodica|editor-last4= Simion|editor4-link=Rodica Simion|editor-first5=Richard P.|editor-last5= Stanley | editor5-link=Richard P. Stanley |url=http://library.msri.org/books/Book38/index.html|title=New Perspectives in Algebraic Combinatorics|series= MSRI Publications|volume= 38|publisher=
[[Cambridge University Press]]|year= 1999}}
*{{cite book|first=Chris D.| last=Godsil|authorlink = Chris Godsil|title=Algebraic Combinatorics|publisher=Chapman and Hall|year=1993|___location=New York|ISBN=0-412-04131-6 | mr=1220704|ref=harv }}
* Takayuki Hibi, ''Algebraic combinatorics on convex polytopes'', Carslaw Publications, Glebe, Australia, 1992
*[[Melvin Hochster]], ''Cohen-Macaulay rings, combinatorics, and simplicial complexes''. Ring theory, II (Proc. Second Conf., Univ. Oklahoma, Norman, Okla., 1975), pp.&nbsp;171–223. Lecture Notes in Pure and Appl. Math., vol. 26, Dekker, New York, 1977.