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As I see it, the primary aim of the Liskov/Wing paper is not to propose an abstract model, as such, of subtyping and inheritance. Rather, it is to provide certain definitional constructs that allow assertions of the form S is a subtype of T to be formally verified, in the sense that: a. Methods associated with type S can be shown to behave the same as the corresponding methods associated with type T. b. Constraints associated with type S can be shown to imply those associated with type T. Note: The paper makes these two statements much more precise. I can t do the same here, because I haven t explained enough of the background and I don t want to explain more of the background just yet, because there are significant parts of it I don t agree with, as I ll make clear soon. The paper s main contribution is thus that it provides a way of checking whether an assertion on the part of the type definer to the effect that S is a subtype of T is valid, or at least plausible. By way of motivation for their work, the authors offer the following remarks among others: [Objects] of the subtype ought to behave the same as those of the supertype as far as anyone or any program using supertype objects can tell. Interestingly, this sentence (which as we saw earlier was repeated in the Tockey article) seems to be as close as the paper comes to actually providing a statement of the Liskov Substitution Principle. Certainly there is no formal statement of LSP, as such, anywhere in the paper.

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This is where sparse bundles really shine, and is no doubt the primary rational behind the creation of the image format With a sparse bundle, only the bands that are actually modified will be backed up or synchronized Thus, with the same 50GB image, if a Word document is updated on the disk, only the bands that contain that file will be affected,.

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Subtype Requirement: Let (x) be a property provable about objects x of type T Then (y) should be true for objects y of type S where S is a subtype of T This statement is highlighted in the paper (in the introduction, in fact), and it constitutes clear evidence in support of what I said at the beginning of this section: namely, that the aim of the paper is to provide a mechanism that supports formal verification of claims to the effect that some given type S is a subtype of some other type T14 Note: I think the word true in the second sentence would better be replaced by the word provable, but perhaps it s not important [We] were motivated primarily by pragmatics Our intention [was] to capture the intuition programmers apply when designing type hierarchies in object-oriented languages.

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Figure 6-8. Slashdot navigation driven by a filtering mechanism Figure 6-8 shows two links with the text and three hidden comments followed by another hidden comment. The data associated with the links is not shown because it doesn t meet the criteria of the preferences. But if there was a comment that you found interesting, you could look at the hidden comments to see the complete conversation. I detoured from the stock ticker navigation (see Figure 6-5) to the Slashdot navigation to illustrate the fact that navigation comes in many different forms. When designing a navigation mechanism, you need to figure out what your data is and then separate it into two blocks: metadata and data (see Figure 6-9).

However, intuition in the absence of precision can often go astray or lead to confusion This is why [in the past] it has been unclear how to organize certain type hierarchies such as integers [Sic! Presumably the authors mean type hierarchies such as ones involving different kinds of integers ] I find these remarks regarding pragmatics and intuition very revealing I could be quite wrong, but it seems to me that what Liskov and Wing are trying to do in their paper is retroactively to formalize, and impose some discipline on, a bunch of disparate preexisting notions that are all somehow related to some vague notions of subtyping and type inheritance The trouble is, there has never been there still isn t! any consensus as to what what these latter terms mean Instead, what there definitely has been is much confusion ...

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To paraphrase some remarks from The Third Manifesto once again: In The Object-Oriented Database System Manifesto (Proc 1st International Conference on Deductive and Object-Oriented Databases, Elsevier Science, 1990), Malcolm Atkinson et al say: [There] are at least four types of inheritance: substitution inheritance, inclusion inheritance, constraint inheritance, and specialization inheritance .. Various degrees of these four types of inheritance are provided by existing systems and prototypes, and we do not prescribe a specific style of inheritance In his book An Introduction to Data Types (Addison-Wesley, 1986), J Craig Cleaveland says: [Inheritance can be] based on [a variety of] different criteria and there is no commonly accepted standard definition and proceeds to give eight (!) possible interpretations (Bertrand Meyer, in his article The Many Faces of Inheritance: A Taxonomy of Taxonomy, IEEE Computer 29, No 5, May 1996, gives twelve.

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