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Hacon–Lamarche–Schwede subadditivity conjecture for $+$ -test ideals
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Hacon–Lamarche–Schwede subadditivity conjecture. Given effective ${\mathbb Q}$ -divisors $D$ and $E$ on ${\mathscr X}$ , one has
openmixed-characteristic-algebraic-geometry test-ideals
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Hacon–Lamarche–Schwede subadditivity conjecture for +++-test ideals