Hi, Am 23.03.2010 12:17, schrieb Goran Frehse:
Is there an extension of GiNAC to a boolean algebra? The "relational"
no.
class seems to be already a step in this direction, as mathematically it could be evaluated to true or false. We would like to apply GiNaC in a context that involves boolean as well as real-valued expressions. It would be great if boolean expression could be represented, manipulated (expansion to CNF, DNF), and, if possible, parsed from a string. If this has not yet been done but is possible in principle, could we add this extension ourselves?
It is possible, and yes you can add that extension. But is it quite some work, I think. You would have to implement your own GiNaC class (as part of the hierarchy) for representing a boolean such that the standard operations like +,*,etc. do what you want to have. Or, alternatively you could implement the boolean operations in the way the add, mul, etc. classes are done, which also boils down to implementing your own new class(es).
Thanks in advance for any pointers on the subject.
So, I would advise you to look in section 6.5 of the GiNaC tutorial, where the implementation of new classes is explained. Regards, Jens