3 problems

0 votes0 replies1 view
Classical-limit correspondence for higher-degree affine Gaudin charges
Let $S^d(x)$ be the evaluation at a zero $x$ of the twist function of the degree- $d$ quantum operator, obtained as the saddle-point classical limit of the hypergeometric-integral H…
Conjectureopenaffine-gaudin-models classical-integrability quantum-classical-correspondencearXiv posted 2 days ago
0 votes0 replies0 views
Extension of the quantization procedures to higher-dimensional rotational systems
Higher-dimensional quantization conjecture. Analogous procedures can be applied for $n>6$ to obtain corresponding integrable quantum systems and, for the free quantum rigid body, a…
Conjectureopenclassical-integrability quantum-integrability rigid-body-dynamicsarXiv posted 2 days ago
0 votes0 replies0 views
Chanu et al.'s superintegrability conjecture for the classical odd-parameter case
Chanu et al.'s conjecture. The system is superintegrable for every integer $n$ .
Conjectureopenclassical-integrability superintegrabilityarXiv posted 2 days ago

Classical-limit correspondence for higher-degree affine Gaudin charges