Zhiyou Wu
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View article: Phase I dose-escalation study of tenecteplase, a third-generation fibrinolytic agent, combined with neuronavigation-assisted stereotactic minimally invasive puncture, in patients with acute spontaneous deep cerebral haemorrhage
Phase I dose-escalation study of tenecteplase, a third-generation fibrinolytic agent, combined with neuronavigation-assisted stereotactic minimally invasive puncture, in patients with acute spontaneous deep cerebral haemorrhage Open
Introduction Tenecteplase (TNK) offers logistical advantages in stroke thrombolytic therapy with its single bolus administration compared with alteplase. Moreover, its high specificity for fibrin may contribute to a reduction in haemorrhag…
View article: Neuronavigation-assisted stereotactic minimally invasive puncture with tenecteplase for the treatment of acute spontaneous deep intracerebral haemorrhage (NAS-TNK): rationale and design of a multicentre randomised trial
Neuronavigation-assisted stereotactic minimally invasive puncture with tenecteplase for the treatment of acute spontaneous deep intracerebral haemorrhage (NAS-TNK): rationale and design of a multicentre randomised trial Open
Introduction Minimally invasive puncture surgery followed by thrombolysis has been proven to be an effective approach for managing hypertensive intracerebral haemorrhage (ICH). Nevertheless, its impact on improving neurological outcomes re…
View article: Therapy management and outcome of acute hydrocephalus secondary to intraventricular hemorrhage in adults
Therapy management and outcome of acute hydrocephalus secondary to intraventricular hemorrhage in adults Open
Background Intraventricular hemorrhage (IVH) refers to bleeding within the brain’s ventricular system, and hydrocephalus is a life-threatening complication of IVH characterized by increased cerebrospinal fluid accumulation in the ventricle…
View article: A note on Hodge–Tate spectral sequences
A note on Hodge–Tate spectral sequences Open
We prove that the Hodge–Tate spectral sequence of a proper smooth rigid analytic variety can be reconstructed from its infinitesimal $\mathbb{B}_{\text{dR}}^+$ -cohomology through the Bialynicki–Birula map. We also give a new proof of the …
View article: Gaitsgory's central functor and the Arkhipov-Bezrukavnikov equivalence in mixed characteristic
Gaitsgory's central functor and the Arkhipov-Bezrukavnikov equivalence in mixed characteristic Open
We show that the nearby cycles functor for the $p$-adic Hecke stack at parahoric level is perverse t-exact, by developing a theory of Wakimoto filtrations at Iwahori level, and that it lifts to the $\mathbb{E}_1$-center. We apply these too…
View article: HBOT has a better cognitive outcome than NBH for patients with mild traumatic brain injury: A randomized controlled clinical trial
HBOT has a better cognitive outcome than NBH for patients with mild traumatic brain injury: A randomized controlled clinical trial Open
Background: Normobaric hyperoxia (NBH) and hyperbaric oxygen therapy (HBOT) are effective treatment plan for traumatic brain injury (TBI). The aim of this study was to compare cognitive outcome after mild TBI between NBH and HBOT so as to …
View article: Improving the adversarial transferability with relational graphs ensemble adversarial attack
Improving the adversarial transferability with relational graphs ensemble adversarial attack Open
In transferable black-box attacks, adversarial samples remain adversarial across multiple models and are more likely to attack unknown models. From this view, acquiring and exploiting multiple models is the key to improving transferability…
View article: Residual-Quantile Adjustment for Adaptive Training of Physics-informed Neural Network
Residual-Quantile Adjustment for Adaptive Training of Physics-informed Neural Network Open
Adaptive training methods for Physics-informed neural network (PINN) require dedicated constructions of the distribution of weights assigned at each training sample. To efficiently seek such an optimal weight distribution is not a simple t…
View article: Eichler-Shimura Relation on Intersection Cohomology
Eichler-Shimura Relation on Intersection Cohomology Open
We prove the Eichler-Shimura relation on intersection cohomolgoy of minimal compactifications of Shimura Varieties of Hodge type.
View article: S=T for Shimura Varieties and Moduli Spaces of p-adic Shtukas
S=T for Shimura Varieties and Moduli Spaces of p-adic Shtukas Open
We prove the $S=T$ conjecture proposed by Xiao--Zhu in \cite{2017arXiv170705700X}, making use of Scholze's theory of diamonds and v-stacks and Fargues--Scholze's geometric Satake equivalence. Following \cite{2018arXiv180205299X}, we deduce…
View article: S=T for Shimura Varieties and p-adic Shtukas
S=T for Shimura Varieties and p-adic Shtukas Open
We prove the S=T conjecture proposed by Liang Xiao and Xinwen Zhu, making use of Scholze's theory of diamonds and v-stacks and Fargues-Scholze's geometric Satake equivalence. We deduce the Eichler-Shimura relation for Shimura varieties of …
View article: The Plectic Weight Filtration on Cohomology of Shimura Varieties and Partial Frobenius
The Plectic Weight Filtration on Cohomology of Shimura Varieties and Partial Frobenius Open
We prove that there is a natural plectic weight filtration on the cohomology of Hilbert modular varieties in the spirit of Nekovář and Scholl. This is achieved with the help of Morel’s work on weight t-structures and a detailed study of pa…
View article: The Plectic Weight Filtration on Cohomology of Shimura Varieties and Partial Frobenius
The Plectic Weight Filtration on Cohomology of Shimura Varieties and Partial Frobenius Open
We prove that there is a natural plectic weight filtration on the cohomology of Hilbert modular varieties in the spirit of Nekovar and Scholl. This is achieved with the help of Morel's work on weight t-structures and a detailed study of pa…
View article: Distributed Regularized Dual Gradient Algorithm for Constrained Convex Optimization over Time-Varying Directed Graphs
Distributed Regularized Dual Gradient Algorithm for Constrained Convex Optimization over Time-Varying Directed Graphs Open
We investigate a distributed optimization problem over a cooperative multi-agent time-varying network, where each agent has its own decision variables that should be set so as to minimize its individual objective subject to local constrain…
View article: Distributed Convex Optimization With Coupling Constraints Over Time-Varying Directed Graphs
Distributed Convex Optimization With Coupling Constraints Over Time-Varying Directed Graphs Open
This paper considers a distributed convex optimization problem over a time-varying multi-agent network, where each agent has its own decision variables that should be set so as to minimize its individual objective subject to local constrai…
View article: Incremental gradient-free method for nonsmooth distributed optimization
Incremental gradient-free method for nonsmooth distributed optimization Open
In this paper we consider the minimization of the sum of local convex component functions distributed over a multi-agent network. We first extend the Nesterov's random gradient-free method to the incremental setting. Then we propose the in…