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Conjecture B on $b$ -functions of polarized sub-Hankel determinants
Let $F_k^{(r)}$ be the $k$ -times polarization of the size- $r$ sub-Hankel determinant $P_1$ , and let $H_k$ be its multiplicative Legendre transform. Conjecture B. The corresponding…
Conjecturesolvedb-functions legendre-transforms sub-hankel-determinantsarXiv posted 2 days ago
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Conjecture A on the $b$ -function of the sub-Hankel determinant
Let $P_1$ , $P_2$ , $Q_1$ , and $Q_2$ be the relative invariants defined in the previous section. Put … and let $K=\phi_{(r-1,1)}=P_1^{r-1}P_2^{-r^2+2r}$ . Conjecture A. The following…
Conjecturesolvedb-functions prehomogeneous-vector-spaces sub-hankel-determinantsarXiv posted 2 days ago

Conjecture B on bbb-functions of polarized sub-Hankel determinants