output
19982026
most citedThe Bohnenblust--Hille inequality for homogeneous polynomials is hypercontractive

204 citations

Showing 2025Show all

7 papers · 1 filter

cs.CV2025★ 1 cited

Unsupervised Learning for Industrial Defect Detection: A Case Study on Shearographic Data

Jessica Plassmann, Nicolas Schuler, Georg von Freymann +1

Shearography is a non-destructive testing method for detecting subsurface defects, offering high sensitivity and full-field inspection capabilities. However, its industrial adoptio…

cs.CR2025

Reinforcing Secure Live Migration through Verifiable State Management

Stefanos Vasileaidis, Thanassis Giannetsos, Matthias Schunter +1

Live migration of applications is a fundamental capability for enabling resilient computing in modern distributed systems. However, extending this functionality to trusted applicat…

math.PR2025

Deep BSDE Solver on Bounded Domains Part I: General Loss Rate

Maximilian Würschmidt

We consider a ramification of the deep BSDE loss functional designed to apply for BSDEs on bounded domains, i.e. with random (unbounded) time horizons. We derive a general converge…

astro-ph.EP2025★ 10 cited

Enriched volatiles and refractories but deficient titanium on the dayside atmosphere of WASP-121b revealed by JWST/NIRISS

Stefan Pelletier, Louis-Philippe Coulombe, Jared Splinter +21

With dayside temperatures elevated enough for all atmospheric constituents to be present in gas form, ultra-hot Jupiters offer a unique opportunity to probe the composition of gian…

astro-ph.CO2025★ 2 cited

Redshift-space galaxy bispectrum in presence of massive neutrinos: A multipole expansion approach for Euclid

Sourav Pal, Debanjan Sarkar, Rickmoy Samanta +1

Massive neutrinos imprint distinctive signatures on the evolution of cosmic structures, notably suppressing small-scale clustering. We investigate the impact of massive neutrinos o…

math.PR2025★ 1 cited

A sharper Lyapunov-Katz central limit error bound for i.i.d. summands Zolotarev-close to normal

Lena Jonas, Lutz Mattner

We prove a central limit error bound for convolution powers of laws with finite moments of order , taking a closeness of the laws to normality into…