Marco Berzborn's starred repositories
arxiv-latex-cleaner
arXiv LaTeX Cleaner: Easily clean the LaTeX code of your paper to submit to arXiv
cvxpylayers
Differentiable convex optimization layers
obsidian-citation-plugin
Obsidian plugin which integrates your academic reference manager with the Obsidian editor. Search your references from within Obsidian and automatically create and reference literature notes for papers and books.
obsidian-zotero-integration
Insert and import citations, bibliographies, notes, and PDF annotations from Zotero into Obsidian.
sphinx-gallery
Sphinx extension for automatic generation of an example gallery
posteriors
Uncertainty quantification with PyTorch
jupyter-matlab-proxy
MATLAB Integration for Jupyter enables you to run MATLAB code in Jupyter Notebooks and other Jupyter environments. You can also open MATLAB in a browser directly from your Jupyter environment to use more MATLAB features.
obsidian-pandoc-reference-list
Display a formatted reference in Obsidian's sidebar for each pandoc citekey in the active document.
luasnip-latex-snippets.nvim
A port of Gilles Castel's UltiSnip snippets for LuaSnip.
Cookiejuce
🍪 Generate modern JUCE projects from the command line. Includes CLAP, c++20, Rust, CMAKE, etc. 🍪
synology-gitlab-ce
This is a docker based GitLab CE package for Synology NAS server using the original gitlab/gitlab-ce image from hub.docker.com. The goal of this project is to lower the entry barrier for new GitLab users and give experienced users a little comfort in maintaining their GitLab installation.
fdnToolbox
Matlab Toolbox for Feedack Delay Networks (FDNs)
finite-absorber-ML
Datasets, models, and results for the paper "Sound absorption estimation of finite porous samples with deep residual learning"
TMM-Tool-Acoustic-Modeling
Code implementation of a straightforward, general, efficient and stable TMM proposed by Guochenhao Song, Zhuang Mo, and J. Stuart Bolton
3D-Directional-SSV
MATLAB Package to simulate and visualize spherical distributions in 3-dimensions
evanescent-plane-wave-approximation
Stable Helmholtz Solution Approximation by Evanescent Plane Waves in Spherical Domains