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        "author": "Chris Rossi",
        "author_email": "chris@archimedeanco.com",
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        "description": "=======\nminbool\n=======\n\n`minbool` is a small library for minimizing boolean expressions. It does this\nusing the the Quine-McCluskey algorithm.\n\nSimplify an Expression\n======================\n\n::\n\n    >>> import minbool\n    >>> result = minbool.simplify(\"A and not C or A and C\")\n    >>> result\n    <minbool.ASTBooleanExpression object at 0xb723606c>\n    >>> result.ast()\n    <_ast.Name object at 0xb722ef2c>\n    >>> str(result)\n    'A'\n\nSynthesize an Expression\n========================\n\nIt is sometimes useful to synthesize a boolean expression from an existing \nfunction::\n\n    >>> def f(A, B, C, D):\n    ...     return A if B else C or D\n    ... \n    >>> result = minbool.synthesize(f, 'A', 'B', 'C', 'D')\n    >>> result\n    <minbool.BooleanExpression object at 0xb72361cc>\n    >>> str(result)\n    '(not(B) and D) or (not(B) and C) or (A and B)'\n\nCommand Line Use\n================\n\nThe minbool egg installs a console script: 'simplify'::\n\n    $ simplify A and B or A and C and not C\n    (A and B)\n\nPerformance\n===========\n\nPerformance is big O exponential.  In each case a truthtable is constructed, \nwhere the number of rows is 2**N, where N is the number of variables in the \nexpression.  \n",
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        "summary": "Implementation of Quine-McCluskey algorithm for minimizing boolean expressions.",
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