Search Results for "note-taking"
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Showing 12 open source projects for "note-taking"
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Uranie
Uranie is CEA's uncertainty analysis platform, based on ROOT
...Thanks to ROOT, it is easily scriptable in CINT (c++ like syntax) and Python. Is is available both for Unix and Windows platforms (a dedicated platform archive is available on request). Note : if you have downloaded version 3.12 before the 8th of february, a patch exists for a minor bug on TOutputFileKey file, don't hesitate to ask us. -
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brl2mml
A library to convert between braille and MathML
**NOTE**: This project has been moved to https://github.com/timothytylee/brl2mml brl2mml is a library that can perform conversion between braille and MathML. It currently supports UK Maths braille. -
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Functy
Functy is a 3D graph drawing package that generates immediate results.
Note: The Functy and libsymbolic code has now moved to GitLab: https://gitlab.com/flypig/functy https://gitlab.com/flypig/libsymbolic This project has been left here for archival purposes. Functy is a 3D graph drawing package. It allows Cartesian, spherical and parametric curve functions to be plotted and altered quickly and easily. -
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libsharp
Library for spherical harmonic transforms (SHT)
NOTE: as of April 24, 2015, libsharp development has moved to Github (https://github.com/dagss/libsharp). Libsharp is a collection of algorithms for efficient conversion between maps on the sphere and their spherical harmonic coefficients. It supports a wide range of pixelisations (including HEALPix, GLESP, and ECP). This library is a successor of libpsht (http://sourceforge.net/projects/libpsht). -
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galculator
galculator is a scientific calculator in algebraic mode and RPN
...Features include arithmetic precedence handling, mathematical functions, different number bases (DEC, HEX, BIN, OCT) and angle bases (radiant, degree, and grad). Please note: This project page at sf.net reflects the state of the project up to August 2015. Beginning in September 2015, the project homepage was moved to http://galculator.mnim.org, with the source code repositories and issue trackers hosted at https://github.com/galculator/galculator. -
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babyrabbitfractal
Fractal curve with Fibonnaci golden string
The baby rabbit curve is made by taking the golden string (rabbit breeding distribution), turning left for a mature rabbit at an even position, right for a mature rabbit at an odd position, and straight ahead for a baby rabbit. It's built using the Baby X toolkit. -
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cuLsoda is an implementation of the Livermore Solver for Ordinary Differential Equations with Automatic switching for stiff and non-stiff problems (LSODA), written in NVIDIA's C for CUDA GPGPU API. NOTE: This repository is now deprecated and replaced by a new one at GitHub: https://github.com/Celemourn/cuLsoda
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Console based notepad number cruncher makes calculations fast and simple, yet with ample features under the hood. With log turned on, you can record your session on-the-fly from any open instance of the program.
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GLUT Complex Function Plotter
GCFP is an open-source tool for visualizing complex functions.
GLUT Complex Function Plotter (GCFP) is an open-source tool for visualizing complex functions using OpenGL. It can be customized using LUA. Please note: I wrote GCFP while learning for an exam in complex analysis to understand the behavior of some complex functions. As it has proven useful to me I thought I would share it though obviously GCFP could be improved in many ways.. -
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x86mph is an optimized library with vector, matrix, and vertex helpers (including an own TnL) It also contains memory helpers, and other stuff such as image processing (color inverting, changing bpp) taking advantage of x86's 3DNow!, MMX, and SSE
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Monitor and log all ARP traffic on a switched network, organized into html output with ARP spoof detection, network scan detection and misconfigured network device detection. NOTE: this project is currently not usable.
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MatGen is a matrix generator. It outputs matrices in MatrixMarket file format, taking as input a file describing the matrices´ properties. Currently it supports only random sparse matrices.
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