Popular GitHub Repositories for Harmonic

35% faster than ResNet: Harmonic DenseNet, A low memory traffic network

Aerial Object Detection using a Drone with PX4 Autopilot and ROS 2. PX4 SITL and Gazebo Garden used for Simulation. YOLOv8 used for Object Detection.

HiFTNet: A Fast High-Quality Neural Vocoder with Harmonic-plus-Noise Filter and Inverse Short Time Fourier Transform

Introductory workshop on PINNs using the harmonic oscillator

Introducing various sensors to our Gazebo Harmonic simulation

C++ 11 algorithm implementation for voice conversion using harmonic plus stochastic models

Know Your Boundaries: Constraining Gaussian Processes by Variational Harmonic Features

Learning Harmonic Molecular Representations on Riemannian Manifold, ICLR, 2023

Gaussian processes with spherical harmonic features in JAX

Pytorch Implementation of Median-filtering harmonic percussive source separation

A code that performs extended adaptive Quasi Harmonic Model Analysis and Synthesis in a speech signal.

Generalized K-means on graph is an algorithm that utilizes centrality measures such as PageRank, harmonic centrality, etc to obtain k-means clustering algorithm to directed and undirected graphs.

Differentiable and accelerated wavelet transform on the ball with JAX

a python code that uses the randomness of neural network training to find the ground state of a harmonic oscillator and its energy

A Physics-Informed Neural Network (PINN) framework for solving partial differential equations (PDEs) with FastAPI integration. This project implements PINNs for various physical systems including simple harmonic motion, heat transfer, wave propagation, and fluid dynamics. The framework provides a modular architecture for training.

A command-line ear training tool for practicing musical intervals. It plays ascending, descending, or harmonic intervals and quizzes you based on lesson presets. That way you can practice your music theory more.

Exploring the concepts of Physics Informed Neural Networks. Coding a Physics Informed Neural Network to simulate a harmonic oscillator and solve a simple first-order ordinary differential equation.

The solution of Schrodinger equation for a point particle in a one-dimensional harmonic oscillator potential using neural networks.