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Handling Lists, Arrays, and Other ...   (Mathematica Tutorial)
MathLink allows you to exchange data of any type with external programs. For more common types of data, you simply need to give appropriate :ArgumentTypes: or :ReturnType: ...
CountRoots   (Built-in Mathematica Symbol)
CountRoots[poly, x] gives the number of real roots of the polynomial poly in x.CountRoots[poly, {x, a, b}] gives the number of roots between a and b.
Integer   (Built-in Mathematica Symbol)
Integer is the head used for integers.
Wolfram Mathematica   (Mathematica Root Guide)
Getting Started Videos » Find Your Learning Path » Open Virtual Book » CORE LANGUAGE ◼ Language Overview ◼ Lists ◼ Expressions ◼ Variables & Functions ◼ Rules & Patterns ◼ ...
Expressions Involving Complex Variables   (Mathematica Tutorial)
Mathematica usually pays no attention to whether variables like x stand for real or complex numbers. Sometimes, however, you may want to make transformations which are ...
Patterns   (Mathematica Guide)
One of the unique strengths of Mathematica's core language is its powerful and succinct—yet highly readable—symbolic pattern language. Convenient both for immediate use in ...
Built into Mathematica are state-of-the-art constrained nonlinear fitting capabilities, conveniently accessed with models given directly in symbolic form. Mathematica also ...
Introduction to Advanced Numerical ...   (Mathematica Tutorial)
The Mathematica function NDSolve is a general numerical differential equation solver. It can handle a wide range of ordinary differential equations (ODEs) as well as some ...
Rearrange the Terms of a Polynomial   (Mathematica How To)
Mathematica provides many functions to group terms in a polynomial, extract and sort the monomials, display them in various ways, and even process them as arbitrary ...
Polynomials Modulo Primes   (Mathematica Tutorial)
Mathematica can work with polynomials whose coefficients are in the finite field Z_p of integers modulo a prime p. Functions for manipulating polynomials over finite fields. ...
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