Young Basis, Wick Formula, and Higher Capelli Identities

Mathematics – Quantum Algebra

Scientific paper

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19 pages, AMS-TeX, minor corrections

Scientific paper

We prove Capelli type identities which involve the whole universal enveloping
algebra $U(gl(n))$ and matrix elements of irreducible representations of the
symmetric group. These identities generalize higher Capelli identities for the
center of $U(gl(n))$ introduced in the author's paper \cite{Ok}. The main role
in the proof play the Jucis-Murphy elements.

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