Minimal length elements in conjugacy classes of extended affine Weyl group
classification
🧮 math.RT
keywords
affineelementsextendedconjugacygrouplengthminimalweyl
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We study the minimal length elements in an integral conjugacy class of a classical extended affine Weyl group and we show that these elements are quite "special" in the sense of Geck and Pfeiffer \cite{GP93}. We also discuss some application on extended affine Hecke algebras and loop groups.
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