This repository includes useful MATLAB codes for the detection of SSVEP in EEG signals using spatial filters, frequency recognition algorithms, and machine-learning methods.

Linear algebra, eigenvalues, FFT, Bessel, elliptic, orthogonal polys, geometry, NURBS, numerical quadrature, 3D transfinite interpolation, random numbers, Mersenne twister, probability distributions, optimisation, differential equations.

1D and 2D Fourier Transform implementations in Python

A high-performance, "quantum-inspired" Fast Fourier Transform (FFT) library written in pure and safe Rust.

The 2DECOMP&FFT library provides access to a slabs and pencil decompositions as well as FFTs.

Fast, modern C++ DSP framework, FFT, Sample Rate Conversion, FIR/IIR/Biquad Filters (SSE, AVX, AVX-512, ARM NEON)

Continuous- and Discrete-Time Signals and Systems - Theory and Computational Examples

Faster-than-light Fourier Transform. DCT2 implementation. Project for the Methods of Scientific Calculation course @unimib18/19.

🦋 n-point iDFT calculator app (DFT, IDFT, FFT)

Ocean Simulation Based on a Model By Keith Lantz (https://www.keithlantz.net/)

Computer Science and related topics are the main focus of this repository. Mainly, Python language is used here.

Multi-dimensional arrays (or tensors) for performing numpy like operations (Fun Project in Development)

A Kotlin library for audio analysis: FFT, pitch shifting and accurate BPM detection for .wav files.

An `arkworks` library for low-degree testing

This is the official repository of LabDeck's FFT(Fast Fourier Transform) examples. It includes both PDF and MDD files. Please note that while GitHub is unable to open and showcase MDD files, you can download and run them without any problems.

Prácticas de la asignatura Álgebra Computacional (2023-2024).

A Volume Integral Equation-Fast Fourier Transform Method for Modeling Optical Response of Nanostructures

Double precision version of fftpack

Automagically synchronize subtitles with video.

Real-time ocean simulation developed in C++/OpenGL, that employs Fast Fourier Transform (FFT), inspired by Jerry Tessendorf's paper 'Simulating Ocean Water'. Parallelized using OpenCL and features physically-based rendering (PBR), image-based lighting (IBL) for enhanced realism, and an HDR skybox for a dynamic and immersive sky.