Programming in Modula-2 - download pdf or read online

By Niklaus Wirth

ISBN-10: 3642967574

ISBN-13: 9783642967573

ISBN-10: 3642967590

ISBN-13: 9783642967597

This article is an advent to programming often, and a guide for programming with
the language Modula-2 specifically. it's orientated essentially in the direction of those that have
already obtained a few simple wisdom of programming and want to deepen their
understanding in a extra established manner. however, an introductory bankruptcy is included
for the good thing about the newbie, exhibiting in a concise shape a few of the fundamental
concepts of pcs and their programming. The textual content is for this reason additionally appropriate as a
self-contained instructional. The notation used is Modula-2, which lends itself good for a
structured procedure and leads the scholar to a operating type that has usually become
known below the identify of based programming.

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Additional info for Programming in Modula-2

Example text

Specifically, FALSE < TRUE Consequently, the logical implication "p implies q" is expressed either as (NOTp)ORq oras p<= q. The example above draws attention to the rule that the operands of an operator (including relational operators) must be of the same type. g. x <= y < z, which must be expanded into (x <= y) & (y < z). However, the following are correct Boolean expressions i+j < k·m pOR q = (i

3. The actual parameter cannot be an expression, and therefore not a constant either, even if no assignment to its formal correspondent is made. 4. If the actual parameter involves indices, these are evaluated when the formal-actual substitution is made. S. The types of corresponding formal and actual parameters must be the same. 2 Value parameters Value parameters serve to pass a value from the calling side into the procedure and constitute the predominant case of parameters. The corresponding actual parameter is an expression, of which a variable or a constant are a particular and simple case.

If no place is free in column j, the next column to its right has to be reconsidered. The information necessary to deduce whether or not a given square is still free, is represented by the three global variables called row. dl. d2 such that = row[i) & dl[i +j) & d2[N + i-j) = "the square in row i and column j is free" The program uses a set of procedures imported from a module called LineDrawing to picture the output in an appealing graphical form. In particular, a call of paint(c, x, y, w, h) paints a rectangle with lower left comer at coordinates x, y and with width w and height h in "color" c.

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Programming in Modula-2 by Niklaus Wirth


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