By Jack-Michel Cornil, Philippe Testud, T. Van Effelterre
MAPLE is a working laptop or computer algebra procedure which, because of an in depth library of subtle capabilities, permits either numerical and formal computations to be played. until eventually lately, such platforms have been merely on hand to expert clients with entry to mainframe pcs, however the fast development within the functionality of private pcs (speed, reminiscence) now makes them obtainable to nearly all of clients. the most recent types of MAPLE belong to this new new release of platforms, permitting a turning out to be viewers of clients to get to grips with laptop algebra. This paintings doesn't got down to describe the entire chances of MAPLE in an exhaustive demeanour; there's already loads of such documentation, together with broad on-line support. in spite of the fact that, those technical manuals supply a mass of data which isn't regularly of significant support to a newbie in machine algebra who's searching for a brief method to an issue in his personal speciality: arithmetic, physics, chemistry, and so forth. This ebook has been designed in order that a scientist who needs to take advantage of MAPLE can locate the data he calls for fast. it's divided into chapters that are mostly self reliant, each being dedicated to a separate topic (graphics, differential equations, integration, polynomials, linear algebra, ... ), permitting every one consumer to pay attention to the features he particularly wishes. In every one bankruptcy, intentionally easy examples were given that allows you to totally illustrate the syntax used.
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Extra info for An Introduction to Maple V
Introduction In the previous example, when the user has forgotten to type the 3, the cursor is positioned between the * and the +. He only has to type 3 and press IENTERI. There is no need to position the cursor at the end of the line before typing IENTERI. Warning! Do not forget the semicolon at the end of the line. This punctuation is a separator that indicates the end of the current expression to MAPLE and instructs it to carry out the evaluation. MAPLE returns a warning message if one forgets this semicolon.
444) 16 2. 1 Identifiers MAPLE, like many languages, provides the means to work with • numerical values: real, complex ... • functions, procedures ... • sets, lists or arrays ... Such objects are, as for example in PASCAL, handled through variables that are referenced by names or identifiers. e. variables to which no specific value has been assigned. For MAPLE, an identifier has to begin with a letter, then possibly followed by letters, digits or symbols. It may not contain more than 499 characters !
This symbol acts as a reminder for the user. The option Assumed Variables in the Options menu can be used to replace this symbol rv with the phrase with assumptions on a, or even to suppress all annotations. Hypotheses that have been set concerning a given variable can be retrieved with the help of the function about. SO > about(a); [ Originally a, renamed a ~: is assumed to be: ReaJRange(Open(O),infinity) Warning! If a constraint has been set for the variable a using assume, one cannot make an assignment like a ~: =b.