sndnshr's Stars
jwasham/coding-interview-university
A complete computer science study plan to become a software engineer.
huggingface/pytorch-image-models
The largest collection of PyTorch image encoders / backbones. Including train, eval, inference, export scripts, and pretrained weights -- ResNet, ResNeXT, EfficientNet, NFNet, Vision Transformer (ViT), MobileNetV4, MobileNet-V3 & V2, RegNet, DPN, CSPNet, Swin Transformer, MaxViT, CoAtNet, ConvNeXt, and more
lucidrains/vit-pytorch
Implementation of Vision Transformer, a simple way to achieve SOTA in vision classification with only a single transformer encoder, in Pytorch
vdumoulin/conv_arithmetic
A technical report on convolution arithmetic in the context of deep learning
google-research/vision_transformer
satellite-image-deep-learning/techniques
Techniques for deep learning with satellite & aerial imagery
sfikas/medical-imaging-datasets
A list of Medical imaging datasets.
BangguWu/ECANet
Code for ECA-Net: Efficient Channel Attention for Deep Convolutional Neural Networks
JunMa11/MICCAI-OpenSourcePapers
MICCAI 2019-2023 Open Source Papers
bupt-ai-cz/LLVIP
LLVIP: A Visible-infrared Paired Dataset for Low-light Vision
andreasveit/densenet-pytorch
A PyTorch Implementation for Densely Connected Convolutional Networks (DenseNets)
icey-zhang/SuperYOLO
SuperYOLO is accepted by TGRS
DocF/multispectral-object-detection
Multispectral Object Detection with Yolov5 and Transformer
CalayZhou/Multispectral-Pedestrian-Detection-Resource
A list of resouces for multispectral pedestrian detection,including the datasets, methods, annotations and tools.
Linfeng-Tang/SwinFusion
This is official Pytorch implementation of "SwinFusion: Cross-domain Long-range Learning for General Image Fusion via Swin Transformer"
FrancescoSaverioZuppichini/ResNet
Clean, scalable and easy to use ResNet implementation in Pytorch
px39n/Awesome-Data-Fusion-for-Remote-Sensing
Linfeng-Tang/MSRS
MSRS: Multi-Spectral Road Scenarios for Practical Infrared and Visible Image Fusion
hli1221/imagefusion-rfn-nest
RFN-Nest(Information Fusion, 2021, Highly Cited Paper) - PyTorch =1.5,Python=3.7
Vibashan/Image-Fusion-Transformer
Official Pytorch Codebase for Image-Fusion-Transformer
VasanthVanan/computer-networking-top-down-approach-notes
Notes from "Computer Networking: A Top-down Approach"
hli1221/imagefusion-nestfuse
NestFuse (IEEE TIM 2020, Highly Cited Paper)- Pytorch >= 0.4.1
StaRainJ/road-scene-infrared-visible-images
Datasets: road-scene-infrared-visible-images, for feature matching, image registration, and image fusion
thfylsty/ImageFusion_Dualbranch_Fusion
A Dual branch Network for Infrared and Visible Image Fusion (published by ICPR2020)
uzeful/Infrared-and-Visual-Image-Fusion-via-Infrared-Feature-Extraction-and-Visual-Information-Preservation
Code for "Infrared and Visual Image Fusion through Infrared Feature Extraction and Visual Information Preservation"
UkcheolShin/Awesome-Thermal-Deep-3D-Vision
kimphys/DIFNet.pytorch
PyTorch implementation of Unsupervised Deep Image Fusion With Structure Tensor Representations
YogeshPhalak/Wavelet-Analysis-Image-Compression-Using-Discrete-Haar-Wavelet-Transform.
In this project, we will present an example of an orthonormal system on [0,1) known as the Haar system. The Haar basis is the simplest and historically the first example of an orthonormal wavelet basis. Many of its properties stand in sharp contrast to the corresponding properties of the trigonometric basis (Fourier Basis). For example, (1) The Haar basis functions are supported on small subintervals of [0,1), whereas the Fourier basis functions are nonzero on all of [0,1), (2) The Haar basis functions are step functions with jump discontinuities, whereas the Fourier basis functions are C-infinity on [0,1), (3) The Haar basis replaces the notion of frequency (represented by the index n in the Fourier basis) with the dual notions of scale and location (separately indexed by j and k), (4) the Haar basis provides a very efficient representation of functions that consist of smooth, slowly varying segments punctuated by sharp peaks and discontinuities, whereas the Fourier basis best represents functions that exhibit long term oscillatory behavior.
nish03/FMIVis
Code for ISBI 2020 paper "Visualisation of Medical Image Fusion and Translation for Accurate Diagnosis of High Grade Gliomas"
YeyaoChen/MPME_LF_Dataset