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I want to manipulate max(x/b,a) so that I end up with an expression with max(0,ab-x)

asked 2014-12-11 00:11:18 +0200

Anon2 gravatar image

On paper I would factor 1/b and then subtract and add x and end up with the expression I am looking for.

1/b max(x, ab)

1/b {max(0,ab-x) + x}

Is there a way to do this in sage?

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You seem to be assuming that b is positive.

slelievre gravatar imageslelievre ( 2014-12-11 19:37:34 +0200 )edit

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answered 2014-12-11 19:32:52 +0200

slelievre gravatar image

It seems that for now max is not a symbolic function, ie, when you type max(x/b, a), this is not kept as a symbolic expression involving the symbolic function max. Instead, it is immediately evaluated (using some form of comparison on symbolic expressions.

sage: var('a b x')
(a, b, x)
sage: expr = max(x/b,a)
sage: expr

I think there is some ticket about making more functions symbolic in Sage, it would be worth checking if max is among the functions targeted by that ticket.

One obstacle might be that max is a standard Python function and there are objections to modifying it in Sage. This obstacle is a problem for Sage in other areas too, such as interval arithmetic.

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Asked: 2014-12-11 00:11:18 +0200

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Last updated: Dec 11 '14