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math.AG — Algebraic Geometry

Durfee inequalities for quasihomogeneous complete intersections of codimension two

Contributed by Qiyue Tang

For positive-weight quasihomogeneous isolated complete intersections of minimal embedding codimension two, we prove μ≥4pg+1\mu\ge4p_g+1 in dimension two and μ>Cn,2pg\mu>C_{n,2}p_g in every dimension n≥3n\ge3.

A mix of human-written and AI-generated textHuman understanding: some partsDurfee inequality

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