26 citations · 63 across the 8 of their papers we have counts for
9 papers
2nd Place Solution to ECCV 2020 VIPriors Object Detection Challenge
Yinzheng Gu, Yihan Pan, Shizhe Chen
In this report, we descibe our approach to the ECCV 2020 VIPriors Object Detection Challenge which took place from March to July in 2020. We show that by using state-of-the-art dat…
Team JL Solution to Google Landmark Recognition 2019
Yinzheng Gu, Chuanpeng Li
In this paper, we describe our solution to the Google Landmark Recognition 2019 Challenge held on Kaggle. Due to the large number of classes, noisy data, imbalanced class sizes, an…
Attention-Aware Generalized Mean Pooling for Image Retrieval
Yinzheng Gu, Chuanpeng Li, Jinbin Xie
It has been shown that image descriptors extracted by convolutional neural networks (CNNs) achieve remarkable results for retrieval problems. In this paper, we apply attention mech…
Bi-monotonic independence for pairs of algebras
Yinzheng Gu, Takahiro Hasebe, Paul Skoufranis
In this article, the notion of bi-monotonic independence is introduced as an extension of monotonic independence to the two-faced framework for a family of pairs of algebras in a n…
Bi-Boolean independence for pairs of algebras
Yinzheng Gu, Paul Skoufranis
In this paper, the notion of bi-Boolean independence for non-unital pairs of algebras is introduced thereby extending the notion of Boolean independence to pairs of algebras. The n…
Analytic subordination for bi-free convolution
Serban Belinschi, Hari Bercovici, Yinzheng Gu +1
In this paper we study some analytic properties of bi-free additive convolution, both scalar and operator-valued. We show that using properties of Voiculescu's subordination functi…
Conditionally Bi-Free Independence with Amalgamation
Yinzheng Gu, Paul Skoufranis
In this paper, we introduce the notion of conditionally bi-free independence in an amalgamated setting. We define operator-valued conditionally bi-multiplicative pairs of functions…
Conditionally Bi-Free Independence for Pairs of Algebras
Yinzheng Gu, Paul Skoufranis
In this paper, the notion of conditionally bi-free independence for pairs of algebras is introduced. The notion of conditional -cumulants are introduced and it is demons…
An analogue of the Lévy-Hinčin formula for bi-free infinitely divisible distributions
Yinzheng Gu, Hao-Wei Huang, James A. Mingo
In this paper, we derive the bi-free analogue of the Lévy-Hinčin formula for compactly supported planar probability measures which are infinitely divisible with respect to the addi…