Inheritance Algebra - Mailing list pgsql-general
From | Trent Shipley |
---|---|
Subject | Inheritance Algebra |
Date | |
Msg-id | 200512042259.11999.tshipley@deru.com Whole thread Raw |
Responses |
Re: Inheritance Algebra
Re: Inheritance Algebra |
List | pgsql-general |
[ This post is theory oriented, so it can't go in HACKERS nor can it go in SQL so it gets posted to GENERAL. I would polish this more. Unfortunately, it is at the point were I'd seek feedback were I in a seminar. ] Relational Constraint Inheritance Algebra With regard to class and attribute uniqueness 0 Intro: Postgresql inheritance and uniqueness Postgresql's INHERITS is one of the most intriguing features of the at-liberty, open-source database. At the same time, most observers regard INHERITS as an incomplete implementation of a fully object-oriented, or better, class-aware, database function. The most glaring omission is that primary key and unique constraints are not inherited by children. Nevertheless, the implementation of INHERITS has not changed much through the last several revisions of Postgresql. Bizgres' partitioning scheme, constraint based exclusion [?], relies on the current default behavior of inheritance in Postgresql. No doubt other consumers have taken advantage of the feature's current behavior, so any extension must preserve existing behavior by either developing sub-clauses that further specify the behavior of the INHERITS or they must develop an entirely new lexis for building inheritance based relational classes. When a constraint is declared in a database that supports relational inheritance, the constraint necessarily has scope. In the simplest cases, constraint scope is local, applying only to the table where the constraint was declared, or the scope is to the subclass, applying to this table and all descendants unless over-ridden. According to the Postgresql 8.0 documentation, all constraints are automatically inherited unless over-ridden (the subclass model) except for foreign and unique constraints that are unsupported at the class level. In effect, under Postgresql 8.0 foreign and unique constraints have local scope. Another notable quirk of Postgresql's inheritance model is that no table is explicitly aware it could become a parent. There is no “abstract” or “final” clause nor any other clause restricting the behavior or potential children exists in “CREATE TABLE”. Indeed, the top of any inheritance hierarchy necessarily begins as a strictly relational table. One side effect of the current model is that implementing class-wide uniqueness is problematic. Either the parent model would need to be abstract (a nonexistent clause) or a child's inheritance of a unique constraint would change the behavior of the parents heretofore table-local unique (or even non-unique) column. Postgresql's current hybrid implementation of inheritance, having both implicitly local and subclass scope for different kinds of constraints, points to a powerful hybrid model where columns can have constraints that are explicitly declared with table-local or subclass-wide scopes. The rest of this essay examines the interaction of localism-class cross plurality-uniqueness[1]. It seems obvious that the distinctions have theoretical discussion (and hopefully acceptance). More important is whether the supporting these distinctions would be useful in any real-world product. I believe that supporting such fine distinctions would be of some use, but will make no further effort to argue the case. 1 Types of relational inheritance models Relational inheritance of a constraint feature has scope [2]. Levels of scope include absent (necessarily local), table-local, subclass, class-wide, mixed, and dual. Obviously, support for relational inheritance can simply be absent. This is the norm. Any such table is strictly relational and all constraints are necessarily local. Tables in this essay are explicitly not under the “absent” relational inheritance scope. Another family of models for relational inheritance scope might be called local (table-local or relation-local). If Postgresql's CREATE TABLE ... LIKE clause allowed for “inheritance” of all constraints, triggers, and so on, it would be an implementation of the local model. In particular, unique constraints are checked for each table in the class but are not enforced over the whole of an entire class or subclass. Presumably, if table-local scope were the default behavior across a database, queries would not recurse into descendant tables by default. Note that this used to be Postgresql's default behavior. SQL developers had to ask the engine to recurse into descendant tables. Mixed scope models extend the local model, allowing for class-like treatment of some relational aspects. (In this essay we are particularly concerned with plurality-uniqueness.) Arguably (and unfortunately), Postgresql currently implements a mixed model. Some constraints have subclass scope and some have local scope. A traditional, strictly hierarchical inheritance of constraints from object-aware tables by descendants is a powerful scoping model. Strictly speaking, every table belongs to a class, and if one table inherits from another it becomes parent of a new subclass. Unless over-ridden, a given constraint in a child table is the same as the constraint in the parent. Furthermore, in the case of uniqueness (or any other constraint that makes semantic sense as a property of the class-as-a-whole) the constraint is enforced for the entire class on the basis of inclusion by subclass. It is possible to create a “flat” class model where any class member can change flass-wide behavior. In particular, where first generation children necessarily inherit from a “strictly relational” parent it is tempting to set class parameters at the F-1 generation rather than at F-0. That is, designers may be tempted to develop a set of “flat” rules for class behavior that allow children to alter or constrain the current behavior of parents [3]. In general, flat class models are unwise. The most powerful model might be called “dual” because strictly relational tables and class-aware tables can freely interact. It largely follows a subclass model but allows old-fashioned relational tables to exist outside the class structure. Dual scope models might allow for found inheritance where purely relational tables can be captured as parents by class-oriented tables. A dual scope model could also allow for sub-class or local scope in uniqueness, as advocated here. 2 Algebra 2.1 Domain There are three main variables to consider when working on the algebra of inheriting unique or plural constraints. The first is whether or not the constraint in This table has local or subclass scope. The second is whether This constraint is plural or unique. The third is inheritance constraints, that is, how This column constrains the class orientation and uniqueness of descendants. Both the “This scope variable” and the “This uniqueness variable” are binary. The “descendant inheritance constraint variable”, however, is a composite vector. It has four sub-variables: local-plural, local-unique, subclass-plural, and subclass-unique. Each sub-variables can take on the values of “forbid creation”, “allow creation”, or “require creation”. Local-plural means controls whether descendant columns can be constrained with plural table-local scope. Subclass-unique controls whether descendant columns must be subclass (class) unique, can be subclass unique, or are forbidden to be subclass unique. Note that descendant column constraints cannot be in two exclusive states at once. Thus, if any descendant inheritance constraint variable is required then no other can be required. For the same reason, if one sub-variable is required and others are allowed, the allowances are irrelevant. However, any number of descendant inheritance constraint variables can be masked as forbidden. Likewise, any number can be allowed. <pre> ----------------------------------------------------- Descendant Inheritance Permissions ----------------------------------------------------- | Local |Subclass ----------------------------------------------------- Plural | forbid,allow,require | forbid,allow,require ----------------------------------------------------- Unique | forbid,allow,require | forbid,allow,require ----------------------------------------------------- </pre> The domain (or raw truth table) for inheritance of plural and unique constraints contains 324 elements. Fortunately, all but 80 of the resulting values are either wholly contradictory in that the contain two required descendant constraints or partially contradictory because the contain one required inherited constraint and allowed constraints that can never be realized. In practice, a hacker would cause the parser to throw an error if it encountered a hard contradiction and would merge a partial contradiction to one of the 80 simple states along with a notice or warning. (See Appendix.) 2.2 Operations Relational inheritance of uniqueness constraints needs to support at least three operations: INHERIT, MERGE, and ALTER. In addition one would want to include drop, but one suspects that drop is a special case of ALTER. Each case involves an 80 * 80 sparse table (many results are inconsistent states), so I have yet to work on them. INHERIT takes a parent table, a child declaration, and produces a child signature lying in the domain. MERGE is needed when supporting multiple inheritance. MERGE takes the signature of parent_a and parent_b. It returns the merger of both as pseudo_parent signature. I expect that MERGE will not be associative but will be commutative. ALTER (that is, alter class-aware uniqueness constraint) is unusual because the (future) behavior of a parent is constrained by its descendants. ALTER compares parent to descendant returning TRUE or FALSE, TRUE meaning that the alteration is allowed. This is repeated for each descendant in any convenient order. The results for each descendant are ANDed. Note that INHERIT is implicitly a compatibility table that could be recycled for ALTER. DROP in a naive interpretation would always be allowed in a subclass system. Each child would simply become the new root of an autonomous hierarchy. In a single rooted inheritance hierarchy (ala Java) dropping a parent requires adjusting the would be orphans. If multiple hierarchies are allowed, then simply dropping parents would still be an excellent way to prevent mayhem. One might want to allow developers (as opposed to administrators) to make selected parent tables resistant to drops. One winds up with at least simple drop, drop and merge shrubs (creating an abstract root if needed), and drop cascade (all subtrees dropped too). ----- [1]: I maintain that for the purposes of this essay “plural” is preferable to “not unique” or “non-unique”. Plural is of course shorter, but I also find it is easier to think in terms of the positive attribute “plural” than in terms of the negation of uniqueness, especially as the problem becomes more involved. Furthermore, plurality is the most common parameter for a column (relational attribute), arguably it is better to think of the phenomenon as a first-class concept rather than only as the negation of the linguistically marked, but relatively rare phenomenon of uniqueness. [2]: Presumably other properties of a relation, including attributes (columns), rules, and triggers would similarly have scope. [3]: Children necessarily constrain future changes on parents in terms of structural alteration or dropping the parent table entirely. ------ Appendix [*.csv] "Domain for relation's inheritance of unique constraints (states)",,,,,,,,,, ,,,,,,,,,, "Dimensions",,,,,,,,,, "C = Local | subClass constraint scope on This column in This table",,,,,,,,,, "U = Plural | Unique constraint on This column in This table",,,,,,,,,, "kp = forbid | allow | require subclassed inheritance as plural in descendants",,,,,,,,,, "kq = forbid | allow | require subclassed inheritance as unique in descendants",,,,,,,,,, "lp = forbid | allow | require local inheritance as plural in descendants",,,,,,,,,, "lq = forbid | allow | require local inheritance as unique in descendants",,,,,,,,,, ,,,,,,,,,, "Contradictions: ",,,,,,,,,, ,"-","no contradiction",,,,,,,, ,"x","contradiction: descendants required to be in two states ",,,,,,,, ,"p","partial: a required state hides allowed states",,,,,,,, ,,,,,,,,,, ,,,,,,,,,, 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