paper-with-me

Papers

Fourier-basis Functions to Bridge Augmentation Gap: Rethinking Frequency Augmentation in Image Classification

2024-03-04 · CVPR 2024 1 · Puru Vaish, Shunxin Wang, Nicola Strisciuglio

Computer vision models normally witness degraded performance when deployed in real-world scenarios, due to unexpected changes in inputs that were not accounted for during training. Data augmentation is commonly used to address this issue, as it aims to increase data variety and reduce the distribution gap between training and test data. However, common visual augmentations might not guarantee extensive robustness of computer vision models. In this paper, we propose Auxiliary Fourier-basis Augmentation (AFA), a complementary technique targeting augmentation in the frequency domain and filling the augmentation gap left by visual augmentations. We demonstrate the utility of augmentation via Fourier-basis additive noise in a straightforward and efficient adversarial setting. Our results show that AFA benefits the robustness of models against common corruptions, OOD generalization, and consistency of performance of models against increasing perturbations, with negligible deficit to the standard performance of models. It can be seamlessly integrated with other augmentation techniques to further boost performance. Code and models can be found at: https://github.com/nis-research/afa-augment

📄 PDF Abstract BibTeX arXiv:2403.01944

Code (1)

nis-research/afa-augment 공식 구현 pytorch

Tasks

Data Augmentationimage-classificationImage Classification

Similar Papers 제목 키워드 기반

Rethinking Positional Encoding

2021-07-06 · Jianqiao Zheng, Sameera Ramasinghe, Simon Lucey

It is well noted that coordinate based MLPs benefit -- in terms of preserving high-frequency information -- through the encoding of coordinate positions as an array of Fourier features. Hitherto, the rationale for the ef…

SchoenbAt: Rethinking Attention with Polynomial basis

2025-05-18 · Yuhan Guo, Lizhong Ding, Yuwan Yang, Xuewei Guo

Kernelized attention extends the attention mechanism by modeling sequence correlations through kernel functions, making significant progresses in optimizing attention. Under the guarantee of harmonic analysis theory, ker…

Representing and Learning Functions Invariant Under Crystallographic Groups

2023-06-08 · Ryan P. Adams, Peter Orbanz

Crystallographic groups describe the symmetries of crystals and other repetitive structures encountered in nature and the sciences. These groups include the wallpaper and space groups. We derive linear and nonlinear repr…

Gaussian Processes

Fourier Learning Machines: Nonharmonic Fourier-Based Neural Networks for Scientific Machine Learning

2025-09-10 · Mominul Rubel, Adam Meyers, Gabriel Nicolosi arxiv

We introduce the Fourier Learning Machine (FLM), a neural network (NN) architecture designed to represent a multidimensional nonharmonic Fourier series. The FLM uses a simple feedforward structure with cosine activation …

Tensor-based Basis Function Learning for Three-dimensional Sound Speed Fields

2022-01-21 · Lei Cheng, Xingyu Ji, Hangfang Zhao, Jianlong Li 외

Basis function learning is the stepping stone towards effective three-dimensional (3D) sound speed field (SSF) inversion for various acoustic signal processing tasks, including ocean acoustic tomography, underwater targe…

Tensor Decomposition