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Re: Transformation rule problem

Oliver, try this

f //. {a^(x_)*b -> a^(x - 1)*d, a^(x_)*b^(y_) ->
    a^(x - 1)*b^(y - 1)*d, a*b^(x_) -> b^(x - 1)*d}



Oliver Buerschaper wrote:
> Hi there,
> I'm stuck with a problem concerning transformation rules and was
> wondering whether somebody could give me a hint on this. I wouldn't
> mind a complete solution either ;-) Here's the problem:
> In a sum like for example
> a^2 b^4 + a^3 b + a^5 + a^5 b
> I'd like to replace every instance of the product (a b) by a different
> expression, let's call it d. Thus my result should look like
> d^2 b^2 + a^2 d + a^5 + a^4 d
> This replacement is required to work for arbitrary a and b (especially
> when they're functions). I've already tried some simple transformation
> rules but they couldn't do the job.
> Cheerio,
> Oliver

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