oldk1331 wrote:
>
> I said before that the following test takes too much time to run:
> testIntegrate("sqrt(tan(x)^2 + 2*tan(x) + 2)", "x", "alg")
>
> I did some profiling, and found that 40% time is spent in
> symmetricRemainder:
>
> Callers
>
It sort of helps in the sense that the hint about specifying the types is
useful.
I could not apply the solution directly because it lead to another very
surprising (to me) quirk of FriCAS: lack of a basic form of referential
transparency between variables and literals. Namely if you assign a
I said before that the following test takes too much time to run:
testIntegrate("sqrt(tan(x)^2 + 2*tan(x) + 2)", "x", "alg")
I did some profiling, and found that 40% time is spent in
symmetricRemainder:
Callers
Total. Function
Count
On Wed, Nov 21, 2018 at 6:22 PM Slawomir Kolodynski wrote:
>
> lack of a basic form of referential transparency between variables and
> literals.
> Namely if you assign a literal to a variable and later in code use a variable,
> the result may be different than if you had used the literal
