Congruence relations characterizing the representation ring of the symmetric group
Dress A (1986)
Journal of Algebra 101(2): 350-364.
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Abstract / Bemerkung
Using the theory of Burnside rings, various canonical families of congruence relations are exhibited which hold for characters of the symmetric group and characterize the ring generated by them as a subring of the ring of integer valued class functions. As a corollary, the irreducible characters are characterized as integer valued class functions χ:∑n → which satisfy those congruence relations and the standard conditions χ(1)>0 and ∑σϵ∑nχ(σ)2 = n!.
Erscheinungsjahr
1986
Zeitschriftentitel
Journal of Algebra
Band
101
Ausgabe
2
Seite(n)
350-364
ISSN
0021-8693
Page URI
https://pub.uni-bielefeld.de/record/1656577
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Dress A. Congruence relations characterizing the representation ring of the symmetric group. Journal of Algebra. 1986;101(2):350-364.
Dress, A. (1986). Congruence relations characterizing the representation ring of the symmetric group. Journal of Algebra, 101(2), 350-364. https://doi.org/10.1016/0021-8693(86)90199-7
Dress, Andreas. 1986. “Congruence relations characterizing the representation ring of the symmetric group”. Journal of Algebra 101 (2): 350-364.
Dress, A. (1986). Congruence relations characterizing the representation ring of the symmetric group. Journal of Algebra 101, 350-364.
Dress, A., 1986. Congruence relations characterizing the representation ring of the symmetric group. Journal of Algebra, 101(2), p 350-364.
A. Dress, “Congruence relations characterizing the representation ring of the symmetric group”, Journal of Algebra, vol. 101, 1986, pp. 350-364.
Dress, A.: Congruence relations characterizing the representation ring of the symmetric group. Journal of Algebra. 101, 350-364 (1986).
Dress, Andreas. “Congruence relations characterizing the representation ring of the symmetric group”. Journal of Algebra 101.2 (1986): 350-364.
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