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1.
Polynomial representations of GLn J. A. Green by Series:
Publication details: Berlin New York Springer-Verlag c1980
Availability: Items available for loan: IMAR (1)Call number: II 22935.

2.
The representation theory of the symmetric groups G. D. James by Series: Lecture Notes in Mathematics (Springer-Verlag)
Publication details: Berlin, New York: Springer-Verlag, 1978
Availability: Items available for loan: IMAR (1)Call number: CS1-682.

3.
Boundary theory for symmetric Markov processes Martin L. Silverstein by Series:
Publication details: Berlin New York Springer-Verlag 1976
Availability: Items available for loan: IMAR (2)Call number: CS1-516, ...

4.
Boundary theory for symmetric Markov processes Martin L. Silverstein by Series: Lecture notes in mathematics ; 516 | Lecture notes in mathematics (Springer-Verlag)
Publication details: Berlin; New York Springer-Verlag c1976
Availability: Items available for loan: IMAR (1)Call number: 510/.8 S 519.2/33-SIL-1.

5.
[lambda]-rings and the representation theory of the symmetric group Donald Knutson by Series: Lecture notes in mathematics (Springer-Verlag)
Publication details: Berlin New York Springer-Verlag 1973
Availability: Items available for loan: IMAR (1)Call number: 510/.8 S 512/.2-KNU.

6.
[tau]-rings and wreath product representations Peter Hoffman by Series:
Publication details: Berlin New York Springer-Verlag 1979
Availability: Items available for loan: IMAR (1)Call number: XXX-HOF-42.

7.
Projective representations of the symmetric groups : Q-functions and shifted tableaux P.N. Hoffman and J.F. Humphreys by Series: Oxford Mathematical Monographs | Oxford Science Publications
Publication details: Oxford New York Clarendon Press Oxford University Press 1992
Availability: Items available for loan: IMAR (1)Call number: 512.2-HOF.

8.
Polynomial representations of GLn / J. A. Green. by Series: Lecture notes in mathematics (Springer-Verlag)
Publication details: Berlin ; New York : Springer-Verlag, 1980
Availability: Items available for loan: IMAR (1)Call number: 510 S 512/.5-GRE.

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