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Wolfram Community forum discussion about Assume real values of an enxpression while using Simplify or FullSimplify?. Stay on top of important topics and build connections by joining Wolfram Community groups relevant to your interests.

There are several ways to write any polynomial. The functions Expand, FactorTerms, and Factor give three common ways. Expand writes a polynomial as a simple sum of terms, with all products expanded out. FactorTerms pulls out common factors from each term. Factor does complete factoring, writing the polynomial as a product of terms, each of as low degree as possible.

Assuming affects the default assumptions for all functions that have an Assumptions option. The assumptions can be equations, inequalities, or domain specifications, or lists or logical combinations of these. Assumptions from nested invocations of Assuming are combined.

Assuming affects the default assumptions for all functions that have an Assumptions option. The assumptions can be equations, inequalities, or domain specifications, or lists or logical combinations of these. Assumptions from nested invocations of Assuming are combined.

Assumptions is an option for functions such as Simplify, Refine, and Integrate that specifies default assumptions to be made about symbolic quantities.

Assumptions is an option for functions such as Simplify, Refine, and Integrate that specifies default assumptions to be made about symbolic quantities.

Wolfram Community forum discussion about Assume real values of an enxpression while using Simplify or FullSimplify?. Stay on top of important topics and build connections by joining Wolfram Community groups relevant to your interests.

Assuming[assum, expr] evaluates expr with assum appended to $Assumptions, so that assum is included in the default assumptions used by functions such as ...

Simply evaluating Element[\[Rho], Reals] does not make it into an assumption for Simplify. You can use $Assumptions = {\[Rho] > 0 && -Pi < \[Phi] < Pi} to ...

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Jun 21, 2016 · I know default Mathematica doesn't provide this feature. However, from this page. How to tell Mathematica that the argument of a function is real? I learned it's possible to code up a function that will make a certain pattern (? Though I don't understand his answer quite much) to assume reals.

How to "say" in Wolfram language that e, f, y, z are reals? Because I think that Mathematica counts it for complex e, f, y, z.

18.06.2013 · In mathematica, I'm trying to use Conjugate [] to take the complex conjugate of a function that has imaginary numbers in it, but I want to tell mathematica that the variables are real and positive, so that it can nicely combine terms into, say, x^2 instead of x*x. I've tried doing this using the Assuming [] function, but while it compiles fine ...

PositiveReals represents the domain of strictly positive real numbers.

Mathematica doesn't really do typing like that. By using Assumptions you can coerce some functions into assuming that, say, a is a Real but ...

There's no simple way. · Re[x] ^= x · However for many functions (see $Assumptions) you can include · Assumptions -> { x \[Element] Reals } · in the list of ...

I was trying to graph the path of a car if the driver sinusoidally oscillates the steering wheel. I thought this would be a quick computation, until mathematica ground away -- unable to plot a picture.

but if x is assumed to be real : Refine[Re[x + I*y], Element[x, ... and if x and y are assumed to be reals : ... but if n is assumed to be an integer :

Feb 16, 2011 · In mathematica, I'm trying to use Conjugate [] to take the complex conjugate of a function that has imaginary numbers in it, but I want to tell mathematica that the variables are real and positive, so that it can nicely combine terms into, say, x^2 instead of x*x. I've tried doing this using the Assuming [] function, but while it compiles fine ...

Reals represents the domain of real numbers, as in x \[Element] Reals.

20.06.2016 · I know default Mathematica doesn't provide this feature. However, from this page. How to tell Mathematica that the argument of a function is real? I learned it's possible to code up a function that will make a certain pattern (? Though I don't understand his …

Less (<), Greater (>), ... — define inequalities, implicitly for real numbers ... Assuming — set up assumptions to be used by functions inside.