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  • Arthur Gomide
    replied
    Would there be any interest in the community for a program to display the L-stable curves as you vary the alpha-delta parameters, possibly generating an area under the curve table similar to the normal/Gausian Z tables?
    I would love to see your work!

    Leave a comment:


  • Michael Mattias
    replied
    I have since learned the question refers to "complex [number] operands" rather than "complex operators"

    Therefore my original reply is not on point.

    Leave a comment:


  • Paul Dixon
    replied
    George,
    Anyone have complex operators including powers and roots for powerbasic?
    They don't look difficult to implement:
    http://home.att.net/~srschmitt/complexnumbers.html

    Paul.

    Leave a comment:


  • Michael Mattias
    replied
    On your question...
    Anyone have complex operators including powers and roots for powerbasic? I am running the console compiler.
    .. I will give you the same answer I gave in alt.lang.powerbasic:
    The PowerBASIC Console Compiler directly supports powers and roots by means
    of either A) the exponentiation operator "^" or B) combining the logarithm
    and exponentiation functions (LOG, LOG2 and LOG10, EXP, EXP2 and EXP10) with
    the multiplication and division operators "*/" and "/"
    MCM

    Leave a comment:


  • George McDuffee
    started a poll Complex functions

    Complex functions

    23
    none -- no use to me
    34.78%
    8
    academic interest only
    30.43%
    7
    might be very useful
    26.09%
    6
    very important
    8.70%
    2

    The poll is expired.

    Anyone have complex operators including powers and roots for powerbasic? I am running the console compiler.

    My main interest is Monte Carlo simulation using the L-stable [e.g. Gaussian, Cauchy] distributions. I have the general L-stable characteristic equation, but this involves complex numbers including fraction roots and logs[e].

    Would there be any interest in the community for a program to display the L-stable curves as you vary the alpha-delta parameters, possibly generating an area under the curve table similar to the normal/Gausian Z tables?
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