Nanyang Normal University

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bidisk 1 hardy spaces 1 operator theory 1 several complex variables 1 submodule invariants 1

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math.FA2026

On numerical invariants for submodules $[(z - w)^{2}]$ in $H^{2} (D^{2})$

Yin Liu, Yufeng Lu, Chao Zu

The paper derives explicit formulas for numerical invariants of the homogeneous submodule generated by (z‑w)^2 in the Hardy module over the bidisk and checks a monotonicity propert…

On numerical invariants for submodules [(z−w)2] in H2(D2)

On numerical invariants for submodules $[(z - w)^{2}]$ in $H^{2} (D^{2})$