ParseMonomial​(AngouriMath.​Entity.​Variable,​AngouriMath.​Entity,​System.​Boolean)

A power of a product that is not whole is the product of the powers only where the
factor taken out is positive: (b x)^(5/2) is b^(5/2) x^(5/2) for
b > 0 or x > 0, and its negative at b < 0, x < 0,
where b x is positive and each of the two roots is imaginary. Read so, the long
division made b^(5/2) x^(5/2) + b^(5/2) x^(3/2) of (b x)^(5/2) (x + 1)/x, and
the integrator answered Rubi's (b sec(x))^(5/2) tan(x)^3 wrongly wherever
b sec(x) > 0 with b < 0; a negative number likewise, and
sqrt(-x) (x + 1)/x was simplified to i (sqrt(x) + x^(-1/2)), its negative
for every x < 0. A positive number comes out, and any factor where
aPositiveVariable says the variable is positive, as the limits at
+oo read it.
https://github.com/asc-community/AngouriMath/issues/233