Manin's conjecture for Châtelet surfaces
Let Δ∈Q×\Delta\in\mathbb{Q}^\timesΔ∈Q× satisfy −Δ∉Q\sqrt{-\Delta}\notin\mathbb{Q}−Δ∈/Q, and let f(z)∈Z[z]f(z)\in\mathbb{Z}[z]f(z)∈Z[z] be a separable polynomial of degree 333 or 444 that decomposes as a produc…
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