Tootfinder

Jonathan Gannon Speaks With The Media Following The Cardinals Win Over The Raiders In Preseason Week 3 https://www.azcardinals.com/video/jonathan-gannon-speaks-with-the-media-following-the-cardinals-win-over-t…

Application of Whisper in Clinical Practice: the Post-Stroke Speech Assessment during a Naming Task
Milena Davudova, Ziyuan Cai, Valentina Giunchiglia, Dragos C. Gruia, Giulia Sanguedolce, Adam Hampshire, Fatemeh Geranmayeh
https://arxiv.org/abs/2507.17326

Application of Whisper in Clinical Practice: the Post-Stroke Speech Assessment during a Naming Task
Detailed assessment of language impairment following stroke remains a cognitively complex and clinician-intensive task, limiting timely and scalable diagnosis. Automatic Speech Recognition (ASR) foundation models offer a promising pathway to augment human evaluation through intelligent systems, but their effectiveness in the context of speech and language impairment remains uncertain. In this study, we evaluate whether Whisper, a state-of-the-art ASR foundation model, can be applied to transcri…

Horn's problem in PU$(n,1)$
Arielle Marc-Zwecker (IF)
https://arxiv.org/abs/2507.17362 https://arxiv.org/pdf/2507.17362

Horn's problem in PU$(n,1)$
The multiplicative Horn problem is the following question: given three conjugacy classes $\mathcal{C}_1, \mathcal{C}_2, \mathcal{C}_3$ in a Lie group $G$, do there exist elements $(A,B,C)\in\mathcal{C}_1\times\mathcal{C}_2\times\mathcal{C}_3$ such that $ABC=\operatorname{Id}$? In this paper, we study the multiplicative Horn problem restricted to the elliptic classes of the group $G={\rm PU}(n,1)$ for $n\geq 1$, which is the isometry group of the $n$-dimensional complex hyperbolic space. We show…

Complexity of sparse polynomial solving 3: Infinity
Gregorio Malajovich
https://arxiv.org/abs/2506.17086 https://arxiv.org/pdf/2506.1…

Complexity of sparse polynomial solving 3: Infinity
A theory of numerical path-following in toric varieties was suggested in two previous papers. The motivation is solving systems of polynomials with real or complex coefficients. When those polynomials are not assumed `dense', solving them over projective space or complex space may introduce spurious, degenerate roots or components.Spurious roots may be avoided by solving over toric varieties. In this paper, a homotopy algorithm is locally defined on charts of the toric variety. Its complexity…

In pursuit of the low-energy Solar neutron flux
Prithish Halder, Peter A. Dowben
https://arxiv.org/abs/2506.17985 https://arxiv.org/p…

In pursuit of the low-energy Solar neutron flux
Understanding the origin of low-energy solar neutrons flux is crucial for probing solar energetic processes and neutron transport mechanisms in interplanetary space. This study investigates the role of coronal mass ejections (CMEs) in modulating the low-energy solar neutrons. The neutron flux is modeled by incorporating a CME-width scaling factor into existing neutron fluence models. Our analysis, based on CME data from the SECHHI COR2 database during the DANSON experiment (2016-10-27 to 2017-0…

In a UK tribunal filing, ex-Meta employee Samujjal Purkayastha alleges Meta misled advertisers by inflating Shops ads' performance and bypassed Apple's ATT (Trishla Ostwal/Adweek)
https://www.adweek.com/media/whistleblower-alleges-m…

Whistleblower Alleges Meta Artificially Boosted Shops Ads Performance
Ex-Meta employee alleges the company inflated ad results to mask poor performance

On using AI for EEG-based BCI applications: problems, current challenges and future trends
Thomas Barbera, Jacopo Burger, Alessandro D'Amelio, Simone Zini, Simone Bianco, Raffaella Lanzarotti, Paolo Napoletano, Giuseppe Boccignone, Jose Luis Contreras-Vidal
https://arxiv.org/abs/2506.16168

On using AI for EEG-based BCI applications: problems, current challenges and future trends
Imagine unlocking the power of the mind to communicate, create, and even interact with the world around us. Recent breakthroughs in Artificial Intelligence (AI), especially in how machines "see" and "understand" language, are now fueling exciting progress in decoding brain signals from scalp electroencephalography (EEG). Prima facie, this opens the door to revolutionary brain-computer interfaces (BCIs) designed for real life, moving beyond traditional uses to envision Brain-to-Speech, Brain-to-…

Thermal phase slips in superconducting films
Mikhail A. Skvortsov, Artem V. Polkin
https://arxiv.org/abs/2506.18130 https://arxiv.org…

Thermal phase slips in superconducting films
A dissipationless supercurrent state in superconductors can be destroyed by thermal fluctuations. Thermally activated phase slips provide a finite resistance of the sample and are responsible for dark counts in superconducting single photon detectors. The activation barrier for a phase slip is determined by a space-dependent saddle-point (instanton) configuration of the order parameter. In the one-dimensional wire geometry, such a saddle point has been analytically obtained by Langer and Ambega…

Constructions and List Decoding of Sum-Rank Metric Codes Based on Orthogonal Spaces over Finite Fields
Xuemei Liu, Jiarong Zhang, Gang Wang
https://arxiv.org/abs/2507.16377 http…

Constructions and List Decoding of Sum-Rank Metric Codes Based on Orthogonal Spaces over Finite Fields
Sum-rank metric codes, as a generalization of Hamming codes and rank metric codes, have important applications in fields such as multi-shot linear network coding, space-time coding and distributed storage systems. The purpose of this study is to construct sum-rank metric codes based on orthogonal spaces over finite fields, and calculate the list sizes outputted by different decoding algorithms. The following achievements have been obtained. In this study, we construct a cyclic orthogonal grou…

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