Abstract

In a real-world application, the images taken by different cameras with different conditions often incur illumination variation, low-resolution, different poses, blur, etc., which leads to a large distribution difference or gap between training (source) and test (target) images. This distribution gap is challenging for many primitive machine learning classification and clustering algorithms such as k-Nearest Neighbor (k-NN) and k-means. In order to minimize this distribution gap, we propose a novel Subspace based Transfer Joint Matching with Laplacian Regularization (STJML) method for visual domain adaptation by jointly matching the features and re-weighting the instances across different domains. Specifically, the proposed STJML-based method includes four key components: (1) considering subspaces of both domains; (2) instance re-weighting; (3) it simultaneously reduces the domain shift in both marginal distribution and conditional distribution between the source domain and the target domain; (4) preserving the original similarity of data points by using Laplacian regularization. Experiments on three popular real-world domain adaptation problem datasets demonstrate a significant performance improvement of our proposed method over published state-of-the-art primitive and domain adaptation methods.

Highlights

  • Indoor–outdoor camera surveillance systems [1,2] are widely used in urban areas, railway stations, airports, smart homes, and supermarkets

  • After excluding the marginal distribution, the STJMLm method achieves 90.85% accuracy, which is similar to the accuracy achieved by the STJML method

  • The Joint Distribution Adaptation (JDA) method’s performance for all the three datasets is higher than that of the Transfer Component Analysis (TCA) method because it adopts the conditional distribution in addition to the marginal distribution

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Summary

Introduction

Indoor–outdoor camera surveillance systems [1,2] are widely used in urban areas, railway stations, airports, smart homes, and supermarkets. In this case, if we lean only the common feature space between both domains by existing methods such as Joint Geometrical and Statistical Alignment (JGSA) [8] and Joint Distribution Adaptation (JDA) [6], the new representation of the source and target domain data is shown, where it can be seen that the domain difference is still large for feature matching due to outlier data samples or irrelevant instances (the symbols with circles). With the help of the t-SNE tool, to illustrate the reason for the inclusion of all the components (or inevitable properties), we have graphically visualized the features learned by the proposed method after excluding any component

Related Work
Problem Definition
Formulation
Subspace Generation
Feature Transformation
Feature Matching with Marginal Distribution
Feature Matching with Conditional Distribution
Instance Re-Weighting
Exploitation of Geometrical Structure with Laplacian Regularization
Overall Objective Function
Optimization
Data Preparation
Comparison with State-Of-The-Art Methods
Parameter Sensitivity
Parameter: λ and η
Parameter: σ
Parameter: d
Experimental Setup
Experimental Results and Analysis
Computational Complexity
Running Time Analysis
Conclusions and Future Work
Full Text
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