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A locally-built, LLM-digested index of recent arXiv papers in quant finance, geometry/topology, and statistical ML — keyword search served straight from SQLite on this machine.

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0111 · Jul 201019922001200920172026
8 results for LORD

New findings control FDR for online testing methods under positive dependence.

problem Maintaining FDR control for online testing methods under positive dependence.
method Developed new methods to control FDR for online testing procedures under positive dependence.
result SAFFRON and LORD control FDR under positive dependence, not just conditional superuniformity.

Affirm Lord Rayleigh's conjecture on curved spaces for clamped plates.

problem Lord Rayleigh's conjecture for vibrating clamped plates on curved spaces.
method Nodal-decomposition argument, Lévy-Gromov isoperimetric inequality, Gaussian hypergeometric functions, sharp spectral gap estimates.
result Positive curvature enhances genuine differences between low- and high-dimensional settings.

Gringotts Wizarding Bank is well known as the only financial institution in all of the Wizarding UK as documented in the works recounting the heroics of Harry Potter. The concentration of power and wealth in this single bank needs to be weighed against the financial stability of the entire Wizarding economy. This study…

2017-03-30abs ↗pdf ↗

Learning to disentangle the hidden factors of variations within a set of observations is a key task for artificial intelligence. We present a unified formulation for class and content disentanglement and use it to illustrate the limitations of current methods. We therefore introduce LORD, a novel method based on Latent…

2019-06-27abs ↗pdf ↗

New isoperimetric inequality for clamped plates in RCD(0,N) spaces, sharp and stable.

problem Fine properties of the principal frequency of clamped plates in RCD(0,N) spaces.
method Analyzing the RCD(0,N) spaces and applying isoperimetric inequalities.
result Sharp isoperimetric inequality for the principal frequency of clamped plates in RCD(0,N) spaces.

We study Lord Rayleigh's problem for clamped plates on an arbitrary nn-dimensional (n2)(n\geq 2) Cartan-Hadamard manifold (M,g)(M,g) with sectional curvature Kκ2\textbf{K}\leq -κ^2 for some κ0.κ\geq 0. We first prove a McKean-type spectral gap estimate, i.e. the fundamental tone of any domain in (M,g)(M,g) is universally bounde…

2019-09-05abs ↗pdf ↗