Showing 7 open source projects for "k-stor"

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  • 1

    LINE Solver

    Queueing Theory Algorithms

    LINE is an open-source software package to analyze queueing models via analytical methods and simulation. The solver is available for Java/Kotlin, MATLAB, and Python. LINE features algorithms for the solution of open queueing systems (e.g., M/M/1, M/M/k, M/G/1, ...), open and closed queueing networks, and layered queueing networks. Additional details are available on the project website: http://line-solver.sf.net.
    Downloads: 7 This Week
    Last Update:
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  • 2
    QueueSimulator

    QueueSimulator

    Simulator of G/G/k queue systems used in computer networks.

    QueueSimulator is a free software which aims to simulate primarily G/G/k queueing systems that are used in computer networks. But it can be used to simulate practically any stable queue system.
    Downloads: 0 This Week
    Last Update:
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  • 3
    MuLaViTo

    MuLaViTo

    A framework for the visualization of multi-layer networks

    MuLaViTo is a multi-layer visualization framework which allows to visualize relations between multiple graphs in derived applications. Moreover, it provides helpful means like k-shortest path algorithms, running algorithms in a separate thread, ...
    Downloads: 0 This Week
    Last Update:
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  • 4
    This project concerns K-MADe (Kernel of Model for Activity Description environment), a tool for contributing to the incorporation of ergonomics into the interactive systems design process, through task and activity analysis.
    Downloads: 0 This Week
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  • 5
    SimulME
    SimulME is a Java ME (J2ME) application with Queueing calculator, Stopwatch, Monte Carlo simulation, Random Number Generator (RNG), Probability distributions, Kolmogorov-Smirnov and Chi-square tests. It works with MIDP 2.0 and CLDC 1.1 profiles.
    Downloads: 1 This Week
    Last Update:
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  • 6
    Algorithms to estimate the number of k-colorings of a low-degree graph using samplings from a markov chain are provided.
    Downloads: 0 This Week
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  • 7
    Two Markov-Chain-Monte-Carlo-algorithms ("Glauber Dynamics" and "Flip Dynamics") used for randomly sampling k-colorings of a graph.
    Downloads: 0 This Week
    Last Update:
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