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We study the Solomon--Terao algebra and the Solomon--Terao complex of a central hyperplane arrangement $\mathcal A$ in $\mathbb C^\ell$. Let $η$ be a homogeneous polynomial of degree $d\geq2$ whose restriction to every flat of $\mathcal A$ has no critical point away from the origin.
INTRODUCTION The MFI-type zeolite, including its pure silica form (i.e., silicalite) and aluminum-containing structures (i.e., ZSM-5), has a three-dimensional interconnected channel system, with the nearly cylindrical (0.56 nm × 0.53 nm) straight channels running in the b axis and zigzag channels of slightly oval cross section (0.55 nm × 0.51 nm) laying in the a-c plane.
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