FFT – Fast Fourier Transform MatDeck software - LabDeck
Optimizing Fast Fourier Transformation on ARM Mali GPUs - Edge AI and Vision Alliance
Convolution of large 3D images on GPU and its decomposition | EURASIP Journal on Advances in Signal Processing | Full Text
Why is convolution in time domain equivalent to frequency multiplication? - Quora
Convolution | NVIDIA Developer
GPU Fast Convolution via the Overlap-and-Save Method in Shared Memory
Electronics | Free Full-Text | Deep Learning Based on Fourier Convolutional Neural Network Incorporating Random Kernels
Non-Equispaced FFT Computation with CUDA and GPU | Semantic Scholar
Fast Fourier transforms for the evaluation of convolution products: CPU versus GPU implementation - Van de Wiele - 2014 - International Journal of Numerical Modelling: Electronic Networks, Devices and Fields - Wiley Online Library
The convolution theorem states that the Fourier transform of an... | Download Scientific Diagram
GPU Acceleration of Large-Scale Full-Frequency GW Calculations | Journal of Chemical Theory and Computation
GPU Fast Convolution via the Overlap-and-Save Method in Shared Memory
Fast Convolutional Nets With fbfft: A GPU Performance Evaluation | DeepAI
Convolution Result - an overview | ScienceDirect Topics
FFT Convolution
Convolution of large 3D images on GPU and its decomposition | EURASIP Journal on Advances in Signal Processing | Full Text
Convolution Kernel for Fast CPU/GPU Computation of 2D/3D Isotropic Gradients on a Square/Cubic Lattice | IntechOpen
The flow chart of the applying FFT for computation of the spatial... | Download Scientific Diagram
A Fast Algorithm for Convolutional Neural Networks Using Tile-based Fast Fourier Transforms | SpringerLink
Computing large 2D convolutions on GPU efficiently with the im2tensor algorithm | SpringerLink
cuDNN: Efficient Primitives for Deep Learning – arXiv Vanity
How to calculate the following convolutions directly in the time domain and by making use of the frequency domain - Quora
Electronics | Free Full-Text | Deep Learning Based on Fourier Convolutional Neural Network Incorporating Random Kernels
Convolution | NVIDIA Developer
