Four relations: s^2=1, sx=-xs, sy=ys, and [y,x] = t-2cs

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The four relations that define the simplest Cherednik algebra. (Image by MIT OpenCourseWare.)

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Four relations: s^2=1, sx=-xs, sy=ys, and [y,x] = t-2cs
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Four relations: s^2=1, sx=-xs, sy=ys, and [y,x] = t-2cs.
Caption:
The four relations that define the simplest Cherednik algebra. (Image by MIT OpenCourseWare.)
Four relations: s^2=1, sx=-xs, sy=ys, and [y,x] = t-2cs.

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Fall 2009
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