Révision 107 pobysoPythonSage/src/sageSLZ/sagePolynomialOperations.sage

sagePolynomialOperations.sage (revision 107)
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    """
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    Behaves more or less (no infinity defined) as the norm for the
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    univariate polynomials.
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    Quoting the Sage documentation:
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    Definition: For integer p, the p-norm of a polynomial is the pth root of
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    Quoting Sage documentation:
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    "Definition: For integer p, the p-norm of a polynomial is the pth root of
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    the sum of the pth powers of the absolute values of the coefficients of
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    the polynomial.
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    the polynomial."
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    """
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    # TODO: check the arguments (for p see below)..
......
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                norm = coefficientAbs
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        return norm
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    # TODO: check here the value of p
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    # p must be an integer.
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    if int(p) != p:
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    # p must be a positive integer >= 1.
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    if p < 1 or (not p in ZZ):
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        return None
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    # p must be >= 1.
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    if p < 1:
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        return None
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    # For 1 norm.
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    if p == 1:
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        for coefficient in poly.coefficients():

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