Adaptive object-oriented software: the Demeter method by Karl Lieberherr

By Karl Lieberherr

This ebook provides a whole, well-designed technique for adaptive programming in C++ and instruments for assisting the technique. and as the method is programming-language self sufficient, any programmer drawn to writing purifier, extra versatile OBJECT-ORIENTED code should still learn this e-book. we are hoping the paintings awarded during this publication turns into one of many development blocks for a brand new development in object-oriented programming, relocating past item encapsulation to supply new abstraction instruments for the interplay between gadgets.

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In Z the elements in a given sequence have to have the same type, and seq X denotes the set of all finite sequences with elements taken from X. In fact we model sequences over X as functions from N to X where the number gives the position in the sequence, with indexing starting from 1. n) For example, we might represent the clubs in a football league as a sequence which represents their position in the league. clubs : seq CLUBS clubs = tottenham, arsenal, man utd If we want to consider non-empty sequences we use the notation seq1 X.

The categories of schema expressions and expressions have been combined, so now a schema expression can appear as a predicate, an operand to θ or as an expression. This means that == can be used instead of = when defining schemas. , schemas with no declaration) are also now allowed. A set “arithmos”, denoted A, representing an unrestricted concept of number is now the basis for numeric operations. Properties of its subsets, Z, N and N1 , are defined in the toolkit. Apart from a couple of notable exceptions, we have attempted to conform to the syntax of the standard.

Chapters 2–4 describe in some detail which refinements are appropriate. To motivate that discussion we present two examples: a small one involving numbers and simple data structures, followed by a larger one involving more complex types. 4 Consider the ADT (A, AInit, {AAdd, ARemove}) with A s : PN AInit A ARemove ΔA x! } ∪ s AAdd ΔA x? } This generic “collection” interface leaves a few things undefined: it does not define the output value x! for ARemove when the set s is empty and it does not specify how the output x!

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