By Richard J. Gaylord

ISBN-10: 1461223229

ISBN-13: 9781461223221

ISBN-10: 1461275024

ISBN-13: 9781461275022

Accompanying the publication, as with every TELOS backed courses, is an digital part. therefore it's a DOS-Diskette produced by means of one of many coauthors, Paul Wellin. This diskette includes Mathematica notebooks and applications which include the codes for all examples and workouts within the e-book, in addition to extra fabrics meant to increase many rules coated within the textual content. it truly is of significant price to lecturers, scholars, and others utilizing this e-book to benefit the best way to successfully application with Mathematica.

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Extra resources for An Introduction to Programming with Mathematica®

Example text

These attributes can make a function commutative or associative, or they may give the function the ability to be applied to a list. The Attributes function can be used to view the attributes of a function. In[I):= Attributes [Plus] Out[I)= {Flat, Listable, Oneldentity, Orderless, Protected} The Flat attribute indicates that this function (PlUS) is associative. That is, given three elements to add, it doesn't matter which two are added first. In mathematics, this is known as associativity and is written as a + (b + c) = (a + b) + C for arbitrary 20 PRELIMINARIES numbers a, b, and c.

R(iJ- 3. 14159 Notice that when you evaluate an expression in a notebook, Mathematica adds input and output prompts. In the example notebook above, these are denoted In [1] : = and Out [1] =. These prompts can be thought of as markers (or labels) that you can refer to during your Mathematica session. You should also note that when you started typing, Mathematica placed a bracket on the far right side of the window that enclosed the cell that you were working in. These cell brackets are helpful for organizational purposes within the notebook.

In[16]:= M . % == B Out[16]= True A more efficient way to solve such systems is to use the built-in linear algebr~ routines directly. 3 I Random Number Generators When performing statistical or numerical tests, it is often useful to be able to generate sequences of random numbers. If you suspect that two expressions are equivalent, you could replace common variables by a random number and compare the results. Mathematica contains a function Random that can generate random numbers in any specified range.

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An Introduction to Programming with Mathematica® by Richard J. Gaylord


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