Magnon spin photogalvanic effect induced by Aharonov-Casher phase

Kavli Affiliate: Gang Su | First 5 Authors: YuanDong Wang, Zhen-Gang Zhu, Gang Su, , | Summary: Magnons are electrically neutral bosonic quasiparticles emerging as collective spin excitations of magnetically ordered materials, and play a central role in the next-generation spintronics owing to its obviating Joule heating. A difficult obstacle for quantum magnonics is that […]


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Generalizable prediction of potential miRNA-disease associations based on heterogeneous graph learning

Kavli Affiliate: Yi Zhou | First 5 Authors: Yi Zhou, Meixuan Wu, Chengzhou Ouyang, Xinyi Wang, Min Zhu | Summary: Biomedical studies have revealed the crucial role of miRNAs in the progression of many diseases, and computational prediction methods are increasingly proposed for assisting biological experiments to verify miRNA-disease associations (MDAs). The generalizability is a […]


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Generalizable and explainable prediction of potential miRNA-disease associations based on heterogeneous graph learning

Kavli Affiliate: Yi Zhou | First 5 Authors: Yi Zhou, Meixuan Wu, Chengzhou Ouyang, Min Zhu, | Summary: Biomedical research has revealed the crucial role of miRNAs in the progression of many diseases, and computational prediction methods are increasingly proposed for assisting biological experiments to verify miRNA-disease associations (MDAs). However, the generalizability and explainability are […]


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Six-Point AdS Gluon Amplitudes from Flat Space and Factorization

Kavli Affiliate: Xinan Zhou | First 5 Authors: Luis F. Alday, Vasco Gonçalves, Maria Nocchi, Xinan Zhou, | Summary: We present a powerful new approach to compute higher-point holographic correlators. Our method only exploits the flat-space limit, where we point out a novel and important simplification, and factorization of amplitudes in AdS. In particular, it […]


Continue.. Six-Point AdS Gluon Amplitudes from Flat Space and Factorization

Six-Point AdS Gluon Amplitudes from Flat Space and Factorization

Kavli Affiliate: Xinan Zhou | First 5 Authors: Luis F. Alday, Vasco Gonçalves, Maria Nocchi, Xinan Zhou, | Summary: We present a powerful new approach to compute tree-level higher-point holographic correlators. Our method only exploits the flat-space limit, where we point out a novel and important simplification, and factorization of amplitudes in AdS. In particular, […]


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Spatio-Temporal Calibration for Omni-Directional Vehicle-Mounted

Kavli Affiliate: Yi Zhou | First 5 Authors: Xiao Li, Yi Zhou, Ruibin Guo, Xin Peng, Zongtan Zhou | Summary: We present a solution to the problem of spatio-temporal calibration for event cameras mounted on an onmi-directional vehicle. Different from traditional methods that typically determine the camera’s pose with respect to the vehicle’s body frame […]


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Spatio-Temporal Calibration for Omni-Directional Vehicle-Mounted Event Cameras

Kavli Affiliate: Yi Zhou | First 5 Authors: Xiao Li, Yi Zhou, Ruibin Guo, Xin Peng, Zongtan Zhou | Summary: We present a solution to the problem of spatio-temporal calibration for event cameras mounted on an onmi-directional vehicle. Different from traditional methods that typically determine the camera’s pose with respect to the vehicle’s body frame […]


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Superconducting, topological and transport properties of kagome metals CsTi$ _{3} $Bi$ _{5} $ and RbTi$ _{3} $Bi$ _{5} $

Kavli Affiliate: Bo Gu | First 5 Authors: Xin-Wei Yi, Zheng-Wei Liao, Jing-Yang You, Bo Gu, Gang Su | Summary: The recently discovered ATi$_3$Bi$_5$ (A=Cs, Rb) exhibit intriguing quantum phenomena including superconductivity, electronic nematicity, and abundant topological states, which provide promising platforms for studying kagome superconductivity, band topology, and charge orders. In this work, we […]


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Divergence Based Quadrangle and Applications

Kavli Affiliate: Cheng Peng | First 5 Authors: Anton Malandii, Siddhartha Gupte, Cheng Peng, Stan Uryasev, | Summary: This paper introduces a novel framework for assessing risk and decision-making in the presence of uncertainty, the emph{$varphi$-Divergence Quadrangle}. This approach expands upon the traditional Risk Quadrangle, a model that quantifies uncertainty through four key components: emph{risk, […]


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Divergence Based Quadrangle and Applications

Kavli Affiliate: Cheng Peng | First 5 Authors: Anton Malandii, Siddhartha Gupte, Cheng Peng, Stan Uryasev, | Summary: This paper introduces a novel framework for assessing risk and decision-making in the presence of uncertainty, the emph{$varphi$-Divergence Quadrangle}. This approach expands upon the traditional Risk Quadrangle, a model that quantifies uncertainty through four key components: emph{risk, […]


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