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Guowu Yang

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4 papers
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4

ICLR Conference 2024 Conference Paper

Candidate Label Set Pruning: A Data-centric Perspective for Deep Partial-label Learning

  • Shuo He 0001
  • Chaojie Wang 0001
  • Guowu Yang
  • Lei Feng 0006

Partial-label learning (PLL) allows each training example to be equipped with a set of candidate labels. Existing deep PLL research focuses on a \emph{learning-centric} perspective to design various training strategies for label disambiguation i.e., identifying the concealed true label from the candidate label set, for model training. However, when the size of the candidate label set becomes excessively large, these learning-centric strategies would be unable to find the true label for model training, thereby causing performance degradation. This motivates us to think from a \emph{data-centric} perspective and pioneer a new PLL-related task called candidate label set pruning (CLSP) that aims to filter out certain potential false candidate labels in a training-free manner. To this end, we propose the first CLSP method based on the inconsistency between the representation space and the candidate label space. Specifically, for each candidate label of a training instance, if it is not a candidate label of the instance's nearest neighbors in the representation space, then it has a high probability of being a false label. Based on this intuition, we employ a per-example pruning scheme that filters out a specific proportion of high-probability false candidate labels. Theoretically, we prove an upper bound of the pruning error rate and analyze how the quality of representations affects our proposed method. Empirically, extensive experiments on both benchmark-simulated and real-world PLL datasets validate the great value of CLSP to significantly improve many state-of-the-art deep PLL methods.

AAAI Conference 2017 Conference Paper

Discrete Personalized Ranking for Fast Collaborative Filtering from Implicit Feedback

  • Yan Zhang
  • Defu Lian
  • Guowu Yang

Personalized ranking is usually considered as an ultimate goal of recommendation systems, but it suffers from efficiency issues when making recommendations. To this end, we propose a learning-based hashing framework called Discrete Personalized Ranking (DPR), to map users and items to a Hamming space, where user-item affinity can be efficiently calculated via Hamming distance. Due to the existence of discrete constraints, it is possible to exploit a two-stage learning procedure for learning binary codes according to most existing methods. This two-stage procedure consists of relaxed optimization by discarding discrete constraints and subsequent binary quantization. However, such a procedure has been shown resulting in a large quantization loss, so that longer binary codes would be required. To this end, DPR directly tackles the discrete optimization problem of personalized ranking. And the balance and un-correlation constraints of binary codes are imposed to derive compact but informatics binary codes. Based on the evaluation on several datasets, the proposed framework shows consistent superiority to the competing baselines even though only using shorter binary code.

TCS Journal 2011 Journal Article

Realization and synthesis of reversible functions

  • Guowu Yang
  • Fei Xie
  • William N.N. Hung
  • Xiaoyu Song
  • Marek A. Perkowski

Reversible circuits play an important role in quantum computing. This paper studies the realization problem of reversible circuits. For any n -bit reversible function, we present a constructive synthesis algorithm. Given any n -bit reversible function, there are N distinct input patterns different from their corresponding outputs, where N ≤ 2 n, and the other ( 2 n − N ) input patterns will be the same as their outputs. We show that this circuit can be synthesized by at most 2 n ⋅ N ‘ ( n − 1 ) ’-CNOT gates and 4 n 2 ⋅ N NOT gates. The time and space complexities of the algorithm are Ω ( n ⋅ 4 n ) and Ω ( n ⋅ 2 n ), respectively. The computational complexity of our synthesis algorithm is exponentially lower than that of breadth-first search based synthesis algorithms.

TCS Journal 2005 Journal Article

Majority-based reversible logic gates

  • Guowu Yang
  • William N.N. Hung
  • Xiaoyu Song
  • Marek Perkowski

Reversible logic plays an important role in the synthesis of circuits for quantum computing. In this paper, we introduce families of reversible gates based on the majority Boolean function (MBF) and we prove their properties in reversible circuit synthesis. These gates can be used to synthesize reversible circuits of minimum “scratchpad register width” for arbitrary reversible functions. We show that, given a MBF f with 2 k + 1 inputs, f can be implemented by a reversible logic gate with 2 k + 1 inputs and 2 k + 1 outputs, i. e. , without any constant inputs. We also demonstrate new gates from this family with very efficient quantum realizations for majority-based applications. They can be used to synthesize any reversible function of the same width in conjunction with inverters and Feynman (2-qubit controlled-NOT) gates. The gate universality problem is formulated in terms of elementary group theory and solved using the algebraic software GAP.