The ODMG Object Model and the Object Definition Language ODL
As we discussed in the introduction to Chapter 4, one of the reasons for the success of commercial relational DBMSs is the SQL standard. The lack of a standard for ODMSs for several years may have caused some potential users to shy away from converting to this new technology. Subsequently, a consortium of ODMS vendors and users, called ODMG (Object Data Management Group), proposed a standard that is known as the ODMG-93 or ODMG 1.0 standard. This was revised into ODMG 2.0, and later to ODMG 3.0. The standard is made up of several parts, including the object model, the object definition language (ODL), the object query language (OQL), and the bindings to object-oriented programming languages.
In this section, we describe the ODMG object model and the ODL. In Section 11.4, we discuss how to design an ODB from an EER conceptual schema. We will give an overview of OQL in Section 11.5, and the C++ language binding in Section 11.6. Examples of how to use ODL, OQL, and the C++ language binding will use the UNIVERSITY database example introduced in Chapter 8. In our description, we will follow the ODMG 3.0 object model as described in Cattell et al. (2000). It is important to note that many of the ideas embodied in the ODMG object model are based on two decades of research into conceptual modeling and object databases by many researchers.
The incorporation of object concepts into the SQL relational database standard, leading to object-relational technology, was presented in Section 11.2.
1. Overview of the Object Model of ODMG
The ODMG object model is the data model upon which the object definition language (ODL) and object query language (OQL) are based. It is meant to provide a standard data model for object databases, just as SQL describes a standard data model for relational databases. It also provides a standard terminology in a field where the same terms were sometimes used to describe different concepts. We will try to adhere to the ODMG terminology in this chapter. Many of the concepts in the ODMG model have already been discussed in Section 11.1, and we assume the reader has read this section. We will point out whenever the ODMG terminology differs from that used in Section 11.1.
Objects and Literals. Objects and literals are the basic building blocks of the object model. The main difference between the two is that an object has both an object identifier and a state (or current value), whereas a literal has a value (state) but no object identifier.22 In either case, the value can have a complex structure. The object state can change over time by modifying the object value. A literal is basically a constant value, possibly having a complex structure, but it does not change.
An object has five aspects: identifier, name, lifetime, structure, and creation.
The object identifier is a unique system-wide identifier (or Object_id).23 Every object must have an object identifier.
Some objects may optionally be given a unique name within a particular
ODMS—this name can be used to locate the object, and the system should return the object given that name. Obviously, not all individual objects will have unique names. Typically, a few objects, mainly those that hold collections of objects of a particular object type—such as extents—will have a name. These names are used as entry points to the database; that is, by locating these objects by their unique name, the user can then locate other objects that are referenced from these objects. Other important objects in the application may also have unique names, and it is possible to give more than one name to an object. All names within a particular ODMS must be unique.
The lifetime of an object specifies whether it is a persistent object (that is, a database object) or transient object (that is, an object in an executing pro-gram that disappears after the program terminates). Lifetimes are independent of types—that is, some objects of a particular type may be transient whereas others may be persistent.
The structure of an object specifies how the object is constructed by using the type constructors. The structure specifies whether an object is atomic or not. An atomic object refers to a single object that follows a user-defined type, such as Employee or Department. If an object is not atomic, then it will be
composed of other objects. For example, a collection object is not an atomic object, since its state will be a collection of other objects.25 The term atomic object is different from how we defined the atom constructor in Section 11.1.3, which referred to all values of built-in data types. In the ODMG model, an atomic object is any individual user-defined object. All values of the basic built-in data types are considered to be literals.
Object creation refers to the manner in which an object can be created. This is typically accomplished via an operation new for a special Object_Factory interface. We shall describe this in more detail later in this section.
In the object model, a literal is a value that does not have an object identifier. However, the value may have a simple or complex structure. There are three types of literals: atomic, structured, and collection.
Atomic literals26 correspond to the values of basic data types and are predefined. The basic data types of the object model include long, short, and unsigned integer numbers (these are specified by the keywords long, short, unsigned long, and unsigned short in ODL), regular and double precision floating point numbers (float, double), Boolean values (boolean), single characters (char), character strings (string), and enumeration types (enum), among others.
Structured literals correspond roughly to values that are constructed using the tuple constructor described in Section 11.1.3. The built-in structured lit-erals include Date, Interval, Time, and Timestamp (see Figure 11.5(b)).
Additional user-defined structured literals can be defined as needed by each application.27 User-defined structures are created using the STRUCT key-word in ODL, as in the C and C++ programming languages.
Collection literals specify a literal value that is a collection of objects or val-ues but the collection itself does not have an Object_id. The collections in the object model can be defined by the type generators set<T>, bag<T>, list<T>, and array<T>, where T is the type of objects or values in the collection.28 Another collection type is dictionary<K, V>, which is a collection of associations <K, V>, where each K is a key (a unique search value) associated with a value V; this can be used to create an index on a collection of values V.
Figure 11.5 gives a simplified view of the basic types and type generators of the object model. The notation of ODMG uses three concepts: interface, literal, and class. Following the ODMG terminology, we use the word behavior to refer to operations and state to refer to properties (attributes and relationships). An interface specifies only behavior of an object type and is typically noninstantiable (that is, no objects are created corresponding to an interface). Although an interface may have state properties (attributes and relationships) as part of its specifications, these cannot be inherited from the interface. Hence, an interface serves to define operations that can be inherited by other interfaces, as well as by classes that define the user-defined objects for a particular application. A class specifies both state (attributes) and behavior (operations) of an object type, and is instantiable. Hence, database and application objects are typically created based on the user-specified class declarations that form a database schema. Finally, a literal declaration specifies state but no behavior. Thus, a literal instance holds a simple or complex structured value but has neither an object identifier nor encapsulated operations.
Figure 11.5 is a simplified version of the object model. For the full specifications, see Cattell et al. (2000). We will describe some of the constructs shown in Figure 11.5 as we describe the object model. In the object model, all objects inherit the basic inter-face operations of Object, shown in Figure 11.5(a); these include operations such as copy (creates a new copy of the object), delete (deletes the object), and same_as (compares the object’s identity to another object).29 In general, operations are applied to objects using the dot notation. For example, given an object O, to com-pare it with another object P, we write
The result returned by this operation is Boolean and would be true if the identity of P is the same as that of O, and false otherwise. Similarly, to create a copy P of object O, we write
P = O.copy()
An alternative to the dot notation is the arrow notation: O–>same_as(P) or
2. Inheritance in the Object Model of ODMG
In the ODMG object model, two types of inheritance relationships exist: behavior-only inheritance and state plus behavior inheritance. Behavior inheritance is also known as ISA or interface inheritance, and is specified by the colon (:) notation.30 Hence, in the ODMG object model, behavior inheritance requires the supertype to be an interface, whereas the subtype could be either a class or another interface.
The other inheritance relationship, called EXTENDS inheritance, is specified by the keyword extends. It is used to inherit both state and behavior strictly among classes, so both the supertype and the subtype must be classes. Multiple inheritance via extends is not permitted. However, multiple inheritance is allowed for behavior inheritance via the colon (:) notation. Hence, an interface may inherit behavior from several other interfaces. A class may also inherit behavior from several inter-faces via colon (:) notation, in addition to inheriting behavior and state from at most one other class via extends. In Section 11.3.4 we will give examples of how these two inheritance relationships—“:” and extends—may be used.
3. Built-in Interfaces and Classes in the Object Model
Figure 11.5 shows the built-in interfaces and classes of the object model. All inter-faces, such as Collection, Date, and Time, inherit the basic Object interface. In the object model, there is a distinction between collection objects, whose state contains multiple objects or literals, versus atomic (and structured) objects, whose state is an individual object or literal. Collection objects inherit the basic Collection interface shown in Figure 11.5(c), which shows the operations for all collection objects. Given a collection object O, the O.cardinality() operation returns the number of elements in the collection. The operation O.is_empty() returns true if the collection O is empty, and returns false otherwise. The operations O.insert_element(E) and O.remove_element(E) insert or remove an element E from the collection O. Finally, the operation O.contains_element(E) returns true if the collection O includes element E, and returns false otherwise. The operation I = O.create_iterator() creates an iterator object I for the collection object O, which can iterate over each element in the collection. The interface for iterator objects is also shown in Figure 11.5(c). The I.reset() operation sets the iterator at the first element in a collection (for an unordered collection, this would be some arbitrary element), and I.next_position() sets the iterator to the next element. The I.get_element() retrieves the current ele-ment, which is the element at which the iterator is currently positioned.
The ODMG object model uses exceptions for reporting errors or particular conditions. For example, the ElementNotFound exception in the Collection interface would be raised by the O.remove_element(E) operation if E is not an element in the collec-tion O. The NoMoreElements exception in the iterator interface would be raised by the I.next_position() operation if the iterator is currently positioned at the last ele-ment in the collection, and hence no more elements exist for the iterator to point to.
Collection objects are further specialized into set, list, bag, array, and dictionary, which inherit the operations of the Collection interface. A set<T> type generator can be used to create objects such that the value of object O is a set whose elements are of type T. The Set interface includes the additional operation P = O.create_union(S) (see Figure 11.5(c)), which returns a new object P of type set<T> that is the union of the two sets O and S. Other operations similar to create_union (not shown in Figure 11.5(c)) are create_intersection(S) and create_difference(S). Operations for set comparison include the O.is_subset_of(S) operation, which returns true if the set object O is a subset of some other set object S, and returns false otherwise. Similar operations (not shown in Figure 11.5(c)) are is_proper_subset_of(S), is_superset_of(S), and is_proper_superset_of(S). The bag<T> type generator allows duplicate elements in the collection and also inherits the Collection interface. It has three operations— create_union(b), create_intersection(b), and create_difference(b)—that all return a new object of type bag<T>. A list<T> object type inherits the Collection operations and can be used to create col-lections where the order of the elements is important. The value of each such object O is an ordered list whose elements are of type T. Hence, we can refer to the first, last, and ith element in the list. Also, when we add an element to the list, we must specify the position in the list where the element is inserted. Some of the list operations are shown in Figure 11.5(c). If O is an object of type list<T>, the operation O.insert_element_first(E) inserts the element E before the first element in the list O, so that E becomes the first element in the list. A similar operation (not shown) is O.insert_element_last(E). The operation O.insert_element_after(E, I) in Figure 11.5(c) inserts the element E after the ith element in the list O and will raise the exception InvalidIndex if no ith element exists in O. A similar operation (not shown) is O.insert_element_before(E, I). To remove elements from the list, the operations are E = O.remove_first_element(), E = O.remove_last_element(), and E = O.remove_element _at(I); these operations remove the indicated element from the list and return the element as the operation’s result. Other operations retrieve an element without removing it from the list. These are E = O.retrieve_first_element(), E = O.retrieve _last_element(), and E = O.retrieve_element_at(I). Also, two operations to manipulate lists are defined. They are P = O.concat(I), which creates a new list P that is the concatenation of lists O and I (the elements in list O followed by those in list I), and O.append(I), which appends the elements of list I to the end of list O (without creating a new list object).
The array<T> object type also inherits the Collection operations, and is similar to list. Specific operations for an array object O are O.replace_element_at(I, E), which replaces the array element at position I with element E; E = O.remove_element_at(I), which retrieves the ith element and replaces it with a NULL value; and E = O.retrieve_element_at(I), which simply retrieves the ith element of the array. Any of these operations can raise the exception InvalidIndex if I is greater than the array’s size. The operation O.resize(N) changes the number of array elements to N.
The last type of collection objects are of type dictionary<K,V>. This allows the creation of a collection of association pairs <K,V>, where all K (key) values are unique. This allows for associative retrieval of a particular pair given its key value (similar to an index). If O is a collection object of type dictionary<K,V>, then O.bind(K,V) binds value V to the key K as an association <K,V> in the collection, whereas O.unbind(K) removes the association with key K from O, and V = O.lookup(K) returns the value V associated with key K in O. The latter two operations can raise the exception KeyNotFound. Finally, O.contains_key(K) returns true if key K exists in O, and returns false otherwise.
Figure 11.6 is a diagram that illustrates the inheritance hierarchy of the built-in con-structs of the object model. Operations are inherited from the supertype to the sub-type. The collection interfaces described above are not directly instantiable; that is, one cannot directly create objects based on these interfaces. Rather, the interfaces can be used to generate user-defined collection types—of type set, bag, list, array, or dictionary—for a particular database application. If an attribute or class has a collection type, say a set, then it will inherit the operations of the set interface. For exam-ple, in a UNIVERSITY database application, the user can specify a type for set<STUDENT>, whose state would be sets of STUDENT objects. The programmer can then use the operations for set<T> to manipulate an instance of type set<STUDENT>. Creating application classes is typically done by utilizing the object definition language ODL (see Section 11.3.6).
It is important to note that all objects in a particular collection must be of the same type. Hence, although the keyword any appears in the specifications of collection interfaces in Figure 11.5(c), this does not mean that objects of any type can be inter-mixed within the same collection. Rather, it means that any type can be used when specifying the type of elements for a particular collection (including other collec-tion types!).
4. Atomic (User-Defined) Objects
The previous section described the built-in collection types of the object model. Now we discuss how object types for atomic objects can be constructed. These are specified using the keyword class in ODL. In the object model, any user-defined object that is not a collection object is called an atomic object.
For example, in a UNIVERSITY database application, the user can specify an object type (class) for STUDENT objects. Most such objects will be structured objects; for example, a STUDENT object will have a complex structure, with many attributes, relationships, and operations, but it is still considered atomic because it is not a collection. Such a user-defined atomic object type is defined as a class by specifying its properties and operations. The properties define the state of the object and are further distinguished into attributes and relationships. In this subsection, we elabo-rate on the three types of components—attributes, relationships, and operations—that a user-defined object type for atomic (structured) objects can include. We illustrate our discussion with the two classes EMPLOYEE and DEPARTMENT shown in Figure 11.7.
An attribute is a property that describes some aspect of an object. Attributes have values (which are typically literals having a simple or complex structure) that are stored within the object. However, attribute values can also be Object_ids of other objects. Attribute values can even be specified via methods that are used to calculate the attribute value. In Figure 11.7 the attributes for EMPLOYEE are Name, Ssn, Birth_date, Sex, and Age, and those for DEPARTMENT are Dname, Dnumber, Mgr, Locations, and Projs. The Mgr and Projs attributes of DEPARTMENT have complex structure and are defined via struct, which corresponds to the tuple constructor of Section 11.1.3. Hence, the value of Mgr in each DEPARTMENT object will have two components: Manager, whose value is an Object_id that references the EMPLOYEE object that manages the DEPARTMENT, and Start_date, whose value is a date. The locations attribute of DEPARTMENT is defined via the set constructor, since each DEPARTMENT object can have a set of locations.
A relationship is a property that specifies that two objects in the database are related. In the object model of ODMG, only binary relationships (see Section 7.4) are explicitly represented, and each binary relationship is represented by a pair of inverse references specified via the keyword relationship. In Figure 11.7, one relationship exists that relates each EMPLOYEE to the DEPARTMENT in which he or she works— the Works_for relationship of EMPLOYEE. In the inverse direction, each DEPARTMENT is related to the set of EMPLOYEES that work in the DEPARTMENT— the Has_emps relationship of DEPARTMENT. The keyword inverse specifies that these two properties define a single conceptual relationship in inverse directions.
By specifying inverses, the database system can maintain the referential integrity of the relationship automatically. That is, if the value of Works_for for a particular EMPLOYEE E refers to DEPARTMENT D, then the value of Has_emps for DEPARTMENT D must include a reference to E in its set of EMPLOYEE references. If the database designer desires to have a relationship to be represented in only one direction, then it has to be modeled as an attribute (or operation). An example is the Manager component of the Mgr attribute in DEPARTMENT.
In addition to attributes and relationships, the designer can include operations in object type (class) specifications. Each object type can have a number of operation signatures, which specify the operation name, its argument types, and its returned value, if applicable. Operation names are unique within each object type, but they can be overloaded by having the same operation name appear in distinct object types. The operation signature can also specify the names of exceptions that can occur during operation execution. The implementation of the operation will include the code to raise these exceptions. In Figure 11.7 the EMPLOYEE class has one operation: reassign_emp, and the DEPARTMENT class has two operations: add_emp and change_manager.
5. Extents, Keys, and Factory Objects
In the ODMG object model, the database designer can declare an extent (using the keyword extent) for any object type that is defined via a class declaration. The extent is given a name, and it will contain all persistent objects of that class. Hence, the extent behaves as a set object that holds all persistent objects of the class. In Figure 11.7 the EMPLOYEE and DEPARTMENT classes have extents called ALL_EMPLOYEES and ALL_DEPARTMENTS, respectively. This is similar to creating two objects—one of type set<EMPLOYEE> and the second of type set<DEPARTMENT>—and making them persistent by naming them ALL_EMPLOYEES and ALL_DEPARTMENTS. Extents are also used to automatically enforce the set/subset relationship between the extents of a supertype and its subtype. If two classes A and B have extents ALL_A and ALL_B, and class B is a subtype of class A (that is, class B extends class A), then the collection of objects in ALL_B must be a subset of those in ALL_A at any point. This constraint is automatically enforced by the database system.
A class with an extent can have one or more keys. A key consists of one or more properties (attributes or relationships) whose values are constrained to be unique for each object in the extent. For example, in Figure 11.7 the EMPLOYEE class has the Ssn attribute as key (each EMPLOYEE object in the extent must have a unique Ssn value), and the DEPARTMENT class has two distinct keys: Dname and Dnumber (each DEPARTMENT must have a unique Dname and a unique Dnumber). For a com-posite key34 that is made of several properties, the properties that form the key are contained in parentheses. For example, if a class VEHICLE with an extent ALL_VEHICLES has a key made up of a combination of two attributes State and License_number, they would be placed in parentheses as (State, License_number) in the key declaration.
Next, we present the concept of factory object—an object that can be used to gen-erate or create individual objects via its operations. Some of the interfaces of factory objects that are part of the ODMG object model are shown in Figure 11.8. The interface ObjectFactory has a single operation, new(), which returns a new object with an Object_id. By inheriting this interface, users can create their own factory interfaces for each user-defined (atomic) object type, and the programmer can implement the operation new differently for each type of object. Figure 11.8 also shows a DateFactory interface, which has additional operations for creating a new calendar_date, and for creating an object whose value is the current_date, among other operations (not shown in Figure 11.8). As we can see, a factory object basically provides the constructor operations for new objects.
Finally, we discuss the concept of a database. Because an ODBMS can create many different databases, each with its own schema, the ODMG object model has inter-faces for DatabaseFactory and Database objects, as shown in Figure 11.8. Each data-base has its own database name, and the bind operation can be used to assign individual unique names to persistent objects in a particular database. The lookup operation returns an object from the database that has the specified object_name, and the unbind operation removes the name of a persistent named object from the database.
6. The Object Definition Language ODL
After our overview of the ODMG object model in the previous section, we now show how these concepts can be utilized to create an object database schema using the object definition language ODL.
The ODL is designed to support the semantic constructs of the ODMG object model and is independent of any particular programming language. Its main use is to create object specifications—that is, classes and interfaces. Hence, ODL is not a full programming language. A user can specify a database schema in ODL independently of any programming language, and then use the specific language bindings to specify how ODL constructs can be mapped to constructs in specific programming languages, such as C++, Smalltalk, and Java. We will give an overview of the C++ binding in Section 11.6.
Figure 11.9(b) shows a possible object schema for part of the UNIVERSITY database, which was presented in Chapter 8. We will describe the concepts of ODL using this example, and the one in Figure 11.11. The graphical notation for Figure 11.9(b) is shown in Figure 11.9(a) and can be considered as a variation of EER diagrams (see Chapter 8) with the added concept of interface inheritance but without several EER concepts, such as categories (union types) and attributes of relationships.
Figure 11.10 shows one possible set of ODL class definitions for the UNIVERSITY database. In general, there may be several possible mappings from an object schema diagram (or EER schema diagram) into ODL classes. We will discuss these options further in Section 11.4.
Figure 11.10 shows the straightforward way of mapping part of the UNIVERSITY database from Chapter 8. Entity types are mapped into ODL classes, and inheri-tance is done using extends. However, there is no direct way to map categories (union types) or to do multiple inheritance. In Figure 11.10 the classes PERSON, FACULTY, STUDENT, and GRAD_STUDENT have the extents PERSONS, FACULTY, STUDENTS, and GRAD_STUDENTS, respectively. Both FACULTY and STUDENT extends PERSON and GRAD_STUDENT extends STUDENT. Hence, the collection of STUDENTS (and the collection of FACULTY) will be constrained to be a subset of the
collection of PERSONs at any time. Similarly, the collection of GRAD_STUDENTs will be a subset of STUDENTs. At the same time, individual STUDENT and FACULTY objects will inherit the properties (attributes and relationships) and operations of PERSON, and individual GRAD_STUDENT objects will inherit those of STUDENT.
The classes DEPARTMENT, COURSE, SECTION, and CURR_SECTION in Figure 11.10 are straightforward mappings of the corresponding entity types in Figure
11.9(b). However, the class GRADE requires some explanation. The GRADE class corresponds to the M:N relationship between STUDENT and SECTION in Figure 11.9(b). The reason it was made into a separate class (rather than as a pair of inverse relationships) is because it includes the relationship attribute Grade.36
Hence, the M:N relationship is mapped to the class GRADE, and a pair of 1:N rela-tionships, one between STUDENT and GRADE and the other between SECTION and GRADE. These relationships are represented by the following relationship proper-ties: Completed_sections of STUDENT; Section and Student of GRADE; and Students of
SECTION (see Figure 11.10). Finally, the class DEGREE is used to represent the com-posite, multivalued attribute degrees of GRAD_STUDENT (see Figure 8.10).
Because the previous example does not include any interfaces, only classes, we now utilize a different example to illustrate interfaces and interface (behavior) inheri-tance. Figure 11.11(a) is part of a database schema for storing geometric objects. An interface GeometryObject is specified, with operations to calculate the perimeter and area of a geometric object, plus operations to translate (move) and rotate an object. Several classes (RECTANGLE, TRIANGLE, CIRCLE, ...) inherit the GeometryObject interface. Since GeometryObject is an interface, it is noninstantiable—that is, no objects can be created based on this interface directly. However, objects of type RECTANGLE, TRIANGLE, CIRCLE, ... can be created, and these objects inherit all the operations of the GeometryObject interface. Note that with interface inheritance, only operations are inherited, not properties (attributes, relationships). Hence, if a property is needed in the inheriting class, it must be repeated in the class definition, as with the Reference_point attribute in Figure 11.11(b). Notice that the inherited operations can have different implementations in each class. For example, the implementations of the area and perimeter operations may be different for
RECTANGLE, TRIANGLE, and CIRCLE.
Multiple inheritance of interfaces by a class is allowed, as is multiple inheritance of interfaces by another interface. However, with the extends (class) inheritance, mul-tiple inheritance is not permitted. Hence, a class can inherit via extends from at most one class (in addition to inheriting from zero or more interfaces).
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