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Related Projects

Snakebasket - Recursive Python Package Installer

snakebasket is a recursive Python package installer that makes multi-package Python development a little easier. It's a layer on top of pip that can resolve and install an entire dependency graph with a single command: sb install. It recursively reads requirements from simple requirements.txt or old-school files when sb install is run and decides between conflicting versions and installs the latest one.

Mpxplay audio player

Mpxplay is a small and fast DOS (Disk Operating System) based 32-bit audio player with text based GUI. Supported file-formats: AAC,AC3,APE,DTS,MP2,MP3,MP4/M4A,MPC,OGG,WAV and CD player/ripper. Supported soundcards: SB Live/Audigy,CMI,VIA,SB16,ESS,GUS,WS

Autopp - Auto populate POJO library

This library should be useful in testing. Instead of writing: Person sb = new Person();sb.setName("not important");sb.setPassword("some password");"nick");you can write: Populator p = new Populator(new SomeOptionalDriver());Person sb = p.fill(Person.class);Of course this library is only the simple utility, but in some cases it could be really helpful, e.g. in some testing purposes.

Satan-online - my sb!

this is my virgin-project!

Sbvblibs - cross-platforms C++ libraries by sbVB (

Cross-platforms C++ libraries by sbVBVBLib - general purpose. VBMcgi - library for 3-tier web development. VBXML - library for XML. VBMath - template library for math.


sb0t ares chat server

Selenium-builder - a fluent interface implementation for the selenium java api.

provides a fluent interface implementation for the selenium java api. You will be able to write your test like this: Selenium selenium = new DefaultSelenium(...);SeleniumBuilder sb = new SeleniumBuilder(selenium);"http://localhost").click("link=test").sleep(3).isTextPresent("some text");the builder-classes are everything else but complete. Feel free to contribute missing functionality.

Pydare - Discrete Algebraic Riccati and Lyapunov Equation solvers for Python

This Python package provides solvers for the Discrete Algebraic Riccati Equation (DARE) and discrete Lyapunov equation. Four DARE solvers are included: Direct using a Schur method An iterative cyclic reduction method An iterative Newton's method Direct using SLICOT SB02OD implementation (via Slycot) Three discrete Lyapunov equation solvers are included: An iterative solver Direct using a Schur method based on an Octave implementation Direct using SLICOT SB03MD implementation (via Slycot) Note th