Editing Quantum group (section)

==References==
*{{cite book | last=Grensing | first=Gerhard | year=2013 | title=Structural Aspects of Quantum Field Theory and Noncommutative Geometry | publisher=World Scientific | isbn=978-981-4472-69-2 | doi=10.1142/8771 }}
*{{cite arXiv |last= Jagannathan |first= R. |author-link= Ramaswamy Jagannathan |year= 2001 |title= Some introductory notes on quantum groups, quantum algebras, and their applications |eprint=math-ph/0105002}}
* {{Citation | last1=Kassel | first1=Christian | title=Quantum groups | publisher=Springer-Verlag | location=Berlin, New York | series=Graduate Texts in Mathematics | isbn=978-0-387-94370-1 | mr=1321145 | year=1995 | volume=155 | doi=10.1007/978-1-4612-0783-2 | url-access=registration | url=https://archive.org/details/quantumgroups0000kass }}
* {{cite book |last= Lusztig |first= George |year= 2010 |orig-year= 1993 |title= Introduction to Quantum Groups |url= https://books.google.com/books?id=HKPjCUiOUQ0C |location= Cambridge,&nbsp;MA |publisher= Birkhäuser |isbn= 978-0-817-64716-2 }}
* {{Citation | last1=Majid | first1=Shahn | title=A quantum groups primer | publisher=Cambridge University Press | series=London Mathematical Society Lecture Note Series | isbn=978-0-521-01041-2 |mr=1904789 | year=2002 | volume=292 | doi=10.1017/CBO9780511549892}}
* {{ citation
   | last = Majid
   | first = Shahn
   | title = What Is...a Quantum Group?
   | journal = [[Notices of the American Mathematical Society]]
   |date=January 2006
   | volume = 53
   | issue = 1
   | pages = 30&ndash;31
   | url = https://www.ams.org/notices/200601/what-is.pdf
   | access-date = 2008-01-16 }}
* {{citation|title=Introduction to quantum groups|journal=Reviews in Mathematical Physics|volume=10|issue=4|first1=P.|last1=Podles|first2=E.|last2=Muller|arxiv=q-alg/9704002|bibcode = 1998RvMaP..10..511P|year=1998|pages=511–551|doi=10.1142/S0129055X98000173|s2cid=2596718}}
* {{cite book |last1= Shnider |first1= Steven |author1-link= Steve Shnider |last2= Sternberg |first2= Shlomo |year= 1993 |title= Quantum groups: From coalgebras to Drinfeld algebras |series= Graduate Texts in Mathematical Physics |volume= 2 |location= Cambridge,&nbsp;MA |publisher= International Press }}
* {{Citation | last1=Street | first1=Ross | author1-link=Ross Street | title=Quantum groups | publisher=Cambridge University Press | series=Australian Mathematical Society Lecture Series | isbn=978-0-521-69524-4|mr=2294803 | year=2007 | volume=19 | doi=10.1017/CBO9780511618505}}

{{Quantum mechanics topics}}
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[[Category:Quantum groups| ]]
[[Category:Mathematical quantization]]