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A stacky nilpotent $p$-adic Riemann-Hilbert correspondence

Autor: Liu, Yudong, Ma, Chenglong, Nie, Xiecheng, Qu, Xiaoyu

Let $\overline X$ be a smooth rigid variety over $C=\mathbb C_p$ admitting a lift $X$ over $B_{dR}^+$. In this paper, we use the stacky language to prove a nilpotent $p$-adic Riemann-Hilbert correspondence. After introducing the moduli stack of $\mat

Externí odkaz: http://arxiv.org/abs/2411.10165

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A stacky $p$-adic Riemann--Hilbert correspondence on Hitchin-small locus

Autor: Liu, Yudong, Ma, Chenglong, Nie, Xiecheng, Qu, Xiaoyu, Wang, Yupeng

Let $C$ be an algebraically closed perfectoid field over $\mathbb{Q}_p$ with the ring of integer $\mathcal{O}_C$ and the infinitesimal thickening $\Ainf$. Let $\mathfrak X$ be a semi-stable formal scheme over $\mathcal{O}_C$ with a fixed flat lifting

Externí odkaz: http://arxiv.org/abs/2409.08785

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Karyotype AI for Precision Oncology

Autor: Shamsi, Zahra, Bryant, Drew, Wilson, Jacob, Qu, Xiaoyu, Dubey, Avinava, Kothari, Konik, Dehghani, Mostafa, Chavarha, Mariya, Likhosherstov, Valerii, Williams, Brian, Frumkin, Michael, Appelbaum, Fred, Choromanski, Krzysztof, Bashir, Ali, Fang, Min

Chromosome analysis is essential for diagnosing genetic disorders. For hematologic malignancies, identification of somatic clonal aberrations by karyotype analysis remains the standard of care. However, karyotyping is costly and time-consuming becaus

Externí odkaz: http://arxiv.org/abs/2211.14312

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