Martin Donk

Sounds good. Keep in mind that equality operators were an idea I was toying with so that's why they're not documented. I guess we can still tweak them as we...

Nerdamer does not use a rule based parser. Remember? Are you talking about when we switch to version 8? Are you familiar when any of the existing JavaScript rule based...

The cause of the error has been fixed on the `dev` branch but it appears that there's still another issue that needs to be addressed since it gives `0` as...

Try ```const nerdamer = require("nerdamer/all.min") ```. This was documented in the quick start section of the site but nowhere else. I'll update the documentation.

@jarble, unfortunately not. I'd like to consider this as something to add so if you'd like we can keep this discussion going. The timeframe of course depend on its complexity.

>For example: (a = 1) and ((b = 2+a) or (b = 3+a)) could be solved as solveEquations([a-1, (b-(2+a))*(b-(3+a))]). @jarble, I think this example conveys your approach the best. I...

**integrate(1/(x^4+1))** - in progress (requires: integrate((-sqrt(2)*x+1+x^2)^(-1),x)) ~~**integrate(acos(x)/-sqrt(1-x^2))** - invalid~~ **integrate(cos(x)/(1+sin(x)^3),x)** - invalid (requires: integrate((1+sin(x)^3)^(-1),x)) **integrate(sin(cos(x))^2,x)** - invalid (gives: (-1/2)*cos(cos(x))\*sin(cos(x))+(1/2)\*x) **integrate(x^2/(x^2+1)^2,x)** - invalid (gives: (1/2)*atan(x)+(1/2)*cos(atan(x))*sin(atan(x))+(1/3)*x^3) **integrate(1/(x^5+1),x)** - throws **integrate((x^2+2*x+1)/(x^3-1),x)** - throws...

@Happypig375 thanks.

My next major push will be for integrate, divide, and partial fractions. Divide and partial fractions because so much depends on them e.g. factor, inverse Laplace, integrate.

integrate(sqrt(1+x^2),x) [invalid]