论文标题
吸引子不是代数
Attractors are not algebraic
论文作者
论文摘要
Calabi-yau模量空间的吸引子猜想预测了由霍奇理论条件挑选的某些隔离点的模量值的代数。我们为吸引者的猜想提供了一个在Zilber-Pink猜想上有条件的奇特尺寸。
The Attractor Conjecture for Calabi-Yau moduli spaces predicts the algebraicity of the moduli values of certain isolated points picked out by Hodge-theoretic conditions. We provide a family of counterexamples to the Attractor Conjecture in all suitably high, odd dimensions conditional on the Zilber-Pink conjecture.
