The curve $\tilde{\mathcal {C}}_4=(\lambda ^4, \lambda ^3 \mu , \lambda \mu ^3, \mu ^4) \subset \mathbb {P}^3_k$ , is not set-theoretic complete intersection of two quartic surfaces

P. C. Craighero; R. Gattazzo

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Displaying similar documents to “The curve 𝒞 ˜ 4 = ( λ 4 , λ 3 μ , λ μ 3 , μ 4 ) ⊂ ℙ k 3 , is not set-theoretic complete intersection of two quartic surfaces”

Displaying similar documents to “The curve ${\tilde{𝒞}}_{4} = (λ^{4}, λ^{3} μ, λ μ^{3}, μ^{4}) \subset ℙ_{k}^{3}$ , is not set-theoretic complete intersection of two quartic surfaces”