arXivDaily arXiv每日学术速递 周一至周五更新
arXiv 2501.02477cs.LGcs.CV

一种用于集成原型判别学习的深度正负原型方法

A Deep Positive-Negative Prototype Approach to Integrated Prototypical Discriminative Learning

Ferdowsi University of Mashhad (FUM)(马什哈德费尔多西大学)

Ramin Zarei-Sabzevar, Ahad Harati

AI总结:

本文提出DPNP模型,通过统一类别原型与权重向量,并以竞争类原型作为隐式负原型产生排斥,结合交叉熵、原型对齐和分离损失,在更小网络和低维特征空间中取得优于最先进模型的分类效果。

摘要:

本文提出了一种新颖的深度正负原型(Deep Positive-Negative Prototype,DPNP)模型,该模型将基于原型的学习(prototype-based learning,PbL)与判别方法相结合,以提升深度神经网络中的类内紧凑性和类间可分性。传统上,PbL通过依据样本与代表性原型之间的相似性对样本进行分类来强调可解释性,但在复杂场景中难以创建最优决策边界。相反,判别方法能够有效区分类别,但往往缺乏直观的可解释性。为了利用这两种方法的优势,所提出的DPNP模型通过统一类别原型与权重向量,在二者之间建立桥梁,从而构建一个结构化的潜在空间,使可解释原型与适当学习到的特征表示共同实现准确分类。基于统一原型—权重表示这一核心思想,深度正原型(Deep Positive Prototype,DPP)在潜在空间中形成,并利用现成的深度网络作为特征提取器,作为每个类别的代表。随后,在DPNP中,竞争邻近类别的DPP被视为具有排斥力的隐式负原型,这些负原型将各个DPP相互推开。这有助于在不需要任何额外参数的情况下增强类间分离。因此,通过整合交叉熵、原型对齐和分离项的新型损失函数,DPNP实现了组织良好的特征空间几何结构,最大化类内紧凑性和类间间隔。我们表明,DPNP能够将原型组织在特征空间中近乎规则的位置,从而即使在维度低得多的特征空间中也可能取得具有竞争力的分类准确率。在多个数据集上的实验结果表明,DPNP在使用更小网络的同时,性能优于最先进模型。

英文摘要:

This paper proposes a novel Deep Positive-Negative Prototype (DPNP) model that combines prototype-based learning (PbL) with discriminative methods to improve class compactness and separability in deep neural networks. While PbL traditionally emphasizes interpretability by classifying samples based on their similarity to representative prototypes, it struggles with creating optimal decision boundaries in complex scenarios. Conversely, discriminative methods effectively separate classes but often lack intuitive interpretability. Toward exploiting advantages of these two approaches, the suggested DPNP model bridges between them by unifying class prototypes with weight vectors, thereby establishing a structured latent space that enables accurate classification using interpretable prototypes alongside a properly learned feature representation. Based on this central idea of unified prototype-weight representation, Deep Positive Prototype (DPP) is formed in the latent space as a representative for each class using off-the-shelf deep networks as feature extractors. Then, rival neighboring class DPPs are treated as implicit negative prototypes with repulsive force in DPNP, which push away DPPs from each other. This helps to enhance inter-class separation without the need for any extra parameters. Hence, through a novel loss function that integrates cross-entropy, prototype alignment, and separation terms, DPNP achieves well-organized feature space geometry, maximizing intra-class compactness and inter-class margins. We show that DPNP can organize prototypes in nearly regular positions within feature space, such that it is possible to achieve competitive classification accuracy even in much lower-dimensional feature spaces. Experimental results on several datasets demonstrate that DPNP outperforms state-of-the-art models, while using smaller networks.

机构、总结、中文摘要均由AI分析而来,可能存在错误,请以论文正文为准。

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