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Maximal Nazarov–Sodin constant conjecture for random plane waves and arithmetic random waves
Maximal Nazarov–Sodin constant conjecture. For every $\mu\in\mathcal{P}_{\text{symm}}$ that is a weak- $*$ limit of $\{\mu_n\}$ , the maximal value $d_{\max}$ is uniquely attained by…
openFrom papersarithmetic-random-waves nodal-geometry random-fields
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Maximal Nazarov–Sodin constant conjecture for random plane waves and arithmetic random waves