Showing 4 open source projects for "folder"

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  • 1
    StatisticsTables

    StatisticsTables

    This is a Java APP for Probability and Statistics Tables

    ...After saving Windows file, just click the jdistabs_win.exe file to install. If you use OS X for MAC, download to the Download directory in the Finder. Then copy to the Desktop folder. Click on the jdistabs_osx.zip to unzip. In the jdistabs_osx folder that is created, create an alias file from the jdistabs_osx.jar file and drag it to the Desktop. Click the Desktop file to start the program.
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  • 2
    gsasnp2

    gsasnp2

    PubMed ID: 29562348 / DOI: 10.1093/nar/gky175

    ... * Article: SYoon, HCTNguyen, YJYoo, JKim, BBaik, SKim, JKim, SKim, DNam, "Efficient pathway enrichment and network analysis of GWAS summary data using GSA-SNP2", Nucleic Acids Research, Vol. 46(10), e60(2018). * PubMed ID: 29562348 * DOI: 10.1093/nar/gky175 -> PLEASE MOVE OR MAKE A COPY OF 'DATA' FOLDER INTO YOUR INTENSIVE TEST FOLDER (I.E. LINUX, MAC OR WINDOWS SPECIFIED FOLDER) TO ALLOW THE PROGRAM TO FIND THE PREDESIGNED DATA. * UPDATE NOTE: -> Sep-1-2020: add an update for Ubuntu-20.04. You will need Boost library installed (sudo apt-get install libboost-all-dev) -> Mar-7-2018: revise header terms in the output file
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  • 3
    SODLS

    SODLS

    Self-orthogonal diagonal Latin squares.

    Makes self-orthogonal diagonal Latin squares, SODLS, for all valid orders, (that is, not order 2, 3, or 6). Input is an order, (one number), or an order range, (two numbers separated by white space). Output files are in folder SODLS[_n]. Each file contains a SODLS followed by a magic square. The magic square, M, is made from the order N SODLS, Q, and its transpose, as: M[row][col] = N x Q[row][col] + Q[col][row] + 1 See http://budshaw.ca/SODLS.html http://budshaw.ca/addenda/SODLSmethods.html http://budshaw.ca/addenda/SODLSnotes.html http://budshaw.ca/Download.html#sodls
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  • 4
    Java library that implements linear algebra operations: matrix operations (addition, substraction, multiplication, transposing, determinant of matrix , inversion, rank of matrix); linear equations system solving.
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