121 citations
- Baidu (China)CN1 paper
- Changsha University of Science and TechnologyCN1 paper
- Chinese Academy of SciencesCN1 paper
- Collaborative Innovation Center of Advanced MicrostructuresCN1 paper
- Hangzhou Dianzi UniversityCN1 paper
- National Laboratory for SuperconductivityCN1 paper
- National University of SingaporeSG1 paper
- Peking UniversityCN1 paper
- Purple Mountain ObservatoryCN1 paper
- Shanghai Institute of Applied PhysicsCN1 paper
- Shanghai Institute of Microsystem and Information TechnologyCN1 paper
- State Key Laboratory of Silicon Materials1 paper
6 papers
Quantum annealing of a frustrated magnet
Yuqian Zhao, Zhaohua Ma, Zhangzhen He +4
Quantum annealing, which involves quantum tunnelling among possible solutions, has state-of-the-art applications not only in quickly finding the lowest-energy configuration of a co…
Localizing quasi-periodic pulsations in hard X-ray, microwave and Lya emissions of an X6.4 Flare
Dong Li, Zhenxiang Hong, Zhenyong Hou +1
We report the simultaneous observations of quasi-periodic pulsations (QPPs) in wavelengths of hard X-ray (HXR), microwave, Lyα, and ultraviolet (UV) emissions during the impulsive…
F3A-GAN: Facial Flow for Face Animation with Generative Adversarial Networks
Xintian Wu, Qihang Zhang, Yiming Wu +4
Formulated as a conditional generation problem, face animation aims at synthesizing continuous face images from a single source image driven by a set of conditional face motion. Pr…
Weakly Supervised Dense Video Captioning via Jointly Usage of Knowledge Distillation and Cross-modal Matching
Bofeng Wu, Guocheng Niu, Jun Yu +3
This paper proposes an approach to Dense Video Captioning (DVC) without pairwise event-sentence annotation. First, we adopt the knowledge distilled from relevant and well solved ta…
Defects controlled hole doping and multi-valley transport in SnSe single crystals
Zhen Wang, Congcong Fan, Zhixuan Shen +10
SnSe is a promising thermoelectric material with record-breaking figure of merit, \textit{i.e., ZT}. As a semiconductor, optimal electrical dosage is the key challenge to maximize…
Arithmetic properties of polynomials
Yong Zhang, Zhongyan Shen
In this paper, first, we prove that the Diophantine system \[f(z)=f(x)+f(y)=f(u)-f(v)=f(p)f(q)\] has infinitely many integer solutions for with nonzero integers $a\eq…