Methods › Computer Vision › Convolutions

Convolutions

43 methods 20,128 papers tagged archive 2025-07-28

Convolutions are a type of operation that can be used to learn representations from images. They involve a learnable kernel sliding over the image and performing element-wise multiplication with the input. The specification allows for parameter sharing and translation invariance. Below you can find a continuously updating list of convolutions.

Methods

All 43 methods in this collection, most-tagged first. Year is the archive's introduced_year; the archive stores 2000 when it has none, shown here as “–”. Papers counts distinct papers the archive tags with the method. Click a heading to sort.

Convolution 1980 19,586
1x1 Convolution – 5,640
Depthwise Convolution 2016 1,321
Pointwise Convolution 2016 1,306
Depthwise Separable Convolution – 1,174
Dilated Convolution – 679
Grouped Convolution – 575
3D Convolution 2015 208
SAC Switchable Atrous Convolution – 168
Deformable Convolution – 152
1D CNN 1-Dimensional Convolutional Neural Networks – 92
Invertible 1x1 Convolution – 79
Groupwise Point Convolution – 53
Sparse Convolutions – 37
Selective Kernel Convolution – 29
Transposed convolution – 29
Masked Convolution – 26
(2+1)D Convolution – 17
CoordConv – 16
PDC Prime Dilated Convolution – 14
MixConv Mixed Depthwise Convolution – 12
Spatially Separable Convolution – 12
DynamicConv Dynamic Convolution – 11
Octave Convolution – 9
Deformable Kernel – 8
Submanifold Convolution – 7
DCLS Dilated convolution with learnable spacings – 6
Large Kernel Size Large convolutional kernels – 6
Span-Based Dynamic Convolution – 6
CondConv – 5
Depthwise Dilated Separable Convolution – 4
Feature-Centric Voting – 4
PP-OCR – 4
Active Convolution – 3
Attention-augmented Convolution – 3
CKConv Continuous Kernel Convolution – 2
DAU-ConvNet Displaced Aggregation Units – 2
ShapeConv – 2
CP conv Center-pivot convolution – 1
DimConv Dimension-wise Convolution – 1
Invertible NxN Convolution – 1
LightConv Lightweight Convolution – 1
PushPull-Conv Push Pull Convolutions – 1