## Programming in MathematicaThis work describes Mathematica programming methods and then explains how to apply them to the construction of the actual programs. In addition, it also discusses the software engineering issues of writing and using larger programs in Mathematica. |

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afﬁne maps apply approximate numbers assignment Automatic auxiliary function Begin["‘Private BeginPackage built-in functions button CartesianMap cells command complex number computation context name ContextPath coordinates default value deﬁned deﬁnition DisplayFunction elements EndPackage evaluation example expr expression ﬁle name ﬁnal ﬁnd ﬁrst ﬁrst argument ﬁxed point formula frontend function f Function[x functional programming given gives global variable golden ratio Graphics Graphics3D Im[x init.m input inside integer intemal iterated function systems iteration kemel lines Listable look loop MapAt Mathematica book matrix maxiter Module NewtonZero notebook operation opt2 options opts opts___ outer product output package context parameters pattem variable plot PlotPoints PolarMap precision procedural programming procedure programming languages Protect pure function Re[x result retums rule search path second argument Section sequence shown in Listing ShowTime simpliﬁcation Sin[x speciﬁed Struve functions Subsection symbols trigonometric functions unevaluated Wolfram Research zusage