Mathematics – Quantum Algebra
Scientific paper
1998-10-14
Mathematics
Quantum Algebra
9 pages, LaTeX2e
Scientific paper
Using deformation quantization and suitable 2 by 2 quantum $R$-matrices we show that a list of Toda like classical integrable systems given by Y.B.Suris is quantum integrable in the sense that the classical conserved quantities (which are already in involution with respect to the Poisson bracket) commute with respect to the standard star-product of Weyl type in flat $2n$-dimensional space.
Bordemann Martin
Walter Martin
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