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A logical data model or logical schema is a data model of a specific problem domain expressed independently of a particular database management product or storage technology ( physical data model ) but in terms of data structures such as relational tables and columns, object-oriented classes, or XML tags. This is as opposed to a conceptual data model , which describes the semantics of an organization without reference to technology.

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44-454: LDM , Ldm or LdM may stand for: Science and technology [ edit ] Logical data model , a representation of an organization's data, organized in terms of entities and relationships Logical Disk Manager Local Data Manager LTSP Display Manager, an X display manager for Linux Terminal Server Project Latent diffusion model , in machine learning Latitude dependent mantle ,

88-421: A , b , c {\displaystyle a,b,c} to range over them. Another basic notion is the set of atomic values that contains values such as numbers and strings. Our first definition concerns the notion of tuple , which formalizes the notion of row or record in a table: The next definition defines relation that formalizes the contents of a table as it is defined in the relational model. Such

132-420: A heading and a body . The heading defines a set of attributes , each with a name and data type (sometimes called a domain ). The number of attributes in this set is the relation's degree or arity . The body is a set of tuples . A tuple is a collection of n values , where n is the relation's degree, and each value in the tuple corresponds to a unique attribute. The number of tuples in this set

176-402: A key , is the smallest subset of attributes guaranteed to uniquely differentiate each tuple in a relation. Since each tuple in a relation must be unique, every relation necessarily has a key, which may be its complete set of attributes. A relation may have multiple keys, as there may be multiple ways to uniquely differentiate each tuple. An attribute may be unique across tuples without being

220-411: A tuple allows for a unique empty tuple with no values, corresponding to the empty set of attributes. If a relation has a degree of 0 (i.e. its heading contains no attributes), it may have either a cardinality of 0 (a body containing no tuples) or a cardinality of 1 (a body containing the single empty tuple). These relations represent Boolean truth values . The relation with degree 0 and cardinality 0

264-573: A SQL database schema corresponds to a predicate variable; the contents of a table to a relation; key constraints, other constraints, and SQL queries correspond to predicates. However, SQL databases deviate from the relational model in many details , and Codd fiercely argued against deviations that compromise the original principles. The relational model was developed by Edgar F. Codd as a general model of data, and subsequently promoted by Chris Date and Hugh Darwen among others. In their 1995 The Third Manifesto , Date and Darwen try to demonstrate how

308-448: A description of some relvars ( relation variables) and their attributes: In this design we have three relvars: Customer, Order, and Invoice. The bold, underlined attributes are candidate keys . The non-bold, underlined attributes are foreign keys . Usually one candidate key is chosen to be called the primary key and used in preference over the other candidate keys, which are then called alternate keys . A candidate key

352-452: A key. For example, a relation describing a company's employees may have two attributes: ID and Name. Even if no employees currently share a name, if it is possible to eventually hire a new employee with the same name as a current employee, the attribute subset {Name} is not a key. Conversely, if the subset {ID} is a key, this means not only that no employees currently share an ID, but that no employees will ever share an ID. A foreign key

396-517: A number of other operators – many of which can be defined in terms of those listed above. These include semi-join, outer operators such as outer join and outer union, and various forms of division. Then there are operators to rename columns, and summarizing or aggregating operators, and if you permit relation values as attributes (relation-valued attribute), then operators such as group and ungroup. The flexibility of relational databases allows programmers to write queries that were not anticipated by

440-772: A particular Order, we can query for all orders where Order ID in the Order relation equals the Order ID in OrderInvoice, and where Invoice ID in OrderInvoice equals the Invoice ID in Invoice. A data type in a relational database might be the set of integers, the set of character strings, the set of dates, etc. The relational model does not dictate what types are to be supported. Attributes are commonly represented as columns , tuples as rows , and relations as tables . A table

484-426: A relation closely corresponds to what is usually called the extension of a predicate in first-order logic except that here we identify the places in the predicate with attribute names. Usually in the relational model a database schema is said to consist of a set of relation names, the headers that are associated with these names and the constraints that should hold for every instance of the database schema. One of

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528-509: A relational database by sending it a query . In response to a query, the database returns a result set. Often, data from multiple tables are combined into one, by doing a join . Conceptually, this is done by taking all possible combinations of rows (the Cartesian product ), and then filtering out everything except the answer. There are a number of relational operations in addition to join. These include project (the process of eliminating some of

572-464: A unique ID, since the Name field is not part of the primary key. Foreign keys are integrity constraints enforcing that the value of the attribute set is drawn from a candidate key in another relation . For example, in the Order relation the attribute Customer ID is a foreign key. A join is the operation that draws on information from several relations at once. By joining relvars from

616-517: A value that can be attributed to a relvar. If we attempted to insert a new customer with the ID 123 , this would violate the design of the relvar since Customer ID is a primary key and we already have a customer 123 . The DBMS must reject a transaction such as this that would render the database inconsistent by a violation of an integrity constraint . However, it is possible to insert another customer named Alice , as long as this new customer has

660-529: A widespread layer of ice-rich material on Mars Unit for Loading meter , average height in a truck. Liquid drop model of the atomic nucleus Other [ edit ] Laguna del Maule (LdM) Leonora Di Millie , a high end fashion brand Scuola Lorenzo de' Medici , Italy Liberal Democrats (UK) , a British political party Left defensive midfielder , a position in association football Lucas Dumbrell Motorsport Louis/Dressner McKenna , an American importer of wine. Topics referred to by

704-403: Is False , while the relation with degree 0 and cardinality 1 is True . If a relation of Employees contains the attributes {Name, ID} , then the tuple {Alice, 1} represents the proposition: "There exists an employee named Alice with ID 1 ". This proposition may be true or false. If this tuple exists in the relation's body, the proposition is true (there is such an employee). If this tuple

748-416: Is a many-to-many relationship between Order and Invoice (also called a non-specific relationship ). To represent this relationship in the database a new relvar should be introduced whose role is to specify the correspondence between Orders and Invoices: Now, the Order relvar has a one-to-many relationship to the OrderInvoice table, as does the Invoice relvar. If we want to retrieve every Invoice for

792-431: Is a formal system . A relation's attributes define a set of logical propositions . Each proposition can be expressed as a tuple. The body of a relation is a subset of these tuples, representing which propositions are true. Constraints represent additional propositions which must also be true. Relational algebra is a set of logical rules that can validly infer conclusions from these propositions. The definition of

836-455: Is a database definition language, which combines a relational view of data, as in the relational model, with a logical view, as in logic programming . Whereas relational databases use a relational calculus or relational algebra, with relational operations , such as union , intersection , set difference and cartesian product to specify queries, Datalog uses logical connectives, such as if , or , and and not to define relations as part of

880-443: Is a subset of attributes {A} in a relation R 1 that corresponds with a key of another relation R 2 , with the property that the projection of R 1 on {A} is a subset of the projection of R 2 on {A} . In other words, if a tuple in R 1 contains values for a foreign key, there must be a corresponding tuple in R 2 containing the same values for the corresponding key. Users (or programs) request data from

924-420: Is a unique identifier enforcing that no tuple will be duplicated; this would make the relation into something else, namely a bag , by violating the basic definition of a set . Both foreign keys and superkeys (that includes candidate keys) can be composite, that is, can be composed of several attributes. Below is a tabular depiction of a relation of our example Customer relvar; a relation can be thought of as

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968-492: Is an approach to managing data using a structure and language consistent with first-order predicate logic , first described in 1969 by English computer scientist Edgar F. Codd , where all data is represented in terms of tuples , grouped into relations . A database organized in terms of the relational model is a relational database . The purpose of the relational model is to provide a declarative method for specifying data and queries: users directly state what information

1012-424: Is different from Wikidata All article disambiguation pages All disambiguation pages Logical data model Logical data models represent the abstract structure of a domain of information. They are often diagrammatic in nature and are most typically used in business processes that seek to capture things of importance to an organization and how they relate to one another. Once validated and approved,

1056-423: Is in the first normal form is vulnerable to all types of anomalies, while a database that is in the domain/key normal form has no modification anomalies. Normal forms are hierarchical in nature. That is, the lowest level is the first normal form, and the database cannot meet the requirements for higher level normal forms without first having met all the requirements of the lesser normal forms. The relational model

1100-466: Is not in the relation's body, the proposition is false (there is no such employee). Furthermore, if {ID} is a key, then a relation containing the tuples {Alice, 1} and {Bob, 1} would represent the following contradiction : Under the principle of explosion , this contradiction would allow the system to prove that any arbitrary proposition is true. The database must enforce the key constraint to prevent this. An idealized, very simple example of

1144-610: Is sometimes incorrectly called a physical data model, which is not what the ANSI people had in mind. The physical design of a database involves deep use of particular database management technology. For example, a table/column design could be implemented on a collection of computers, located in different parts of the world. That is the domain of the physical model. Conceptual, logical and physical data models are very different in their objectives, goals and content. Key differences noted below. Relational model The relational model ( RM )

1188-401: Is specified as a list of column definitions, each of which specifies a unique column name and the type of the values that are permitted for that column. An attribute value is the entry in a specific column and row. A database relvar (relation variable) is commonly known as a base table . The heading of its assigned value at any time is as specified in the table declaration and its body

1232-419: Is that most recently assigned to it by an update operator (typically, INSERT, UPDATE, or DELETE). The heading and body of the table resulting from evaluating a query are determined by the definitions of the operators used in that query. SQL, initially pushed as the standard language for relational databases , deviates from the relational model in several places. The current ISO SQL standard doesn't mention

1276-498: Is the property that a value in a tuple may be derived from another value in that tuple. Other models include the hierarchical model and network model . Some systems using these older architectures are still in use today in data centers with high data volume needs, or where existing systems are so complex and abstract that it would be cost-prohibitive to migrate to systems employing the relational model. Also of note are newer object-oriented databases . and Datalog . Datalog

1320-584: Is the relation's cardinality . Relations are represented by relational variables or relvars , which can be reassigned. A database is a collection of relvars. In this model, databases follow the Information Principle : At any given time, all information in the database is represented solely by values within tuples, corresponding to attributes, in relations identified by relvars. A database may define arbitrary boolean expressions as constraints . If all constraints evaluate as true ,

1364-556: The Invoice relvar will have one Order ID, which implies that there is precisely one Order for each Invoice. But in reality an invoice can be created against many orders, or indeed for no particular order. Additionally the Order relvar contains an Invoice ID attribute, implying that each Order has a corresponding Invoice. But again this is not always true in the real world. An order is sometimes paid through several invoices, and sometimes paid without an invoice. In other words, there can be many Invoices per Order and many Orders per Invoice. This

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1408-417: The columns), restrict (the process of eliminating some of the rows), union (a way of combining two tables with similar structures), difference (that lists the rows in one table that are not found in the other), intersect (that lists the rows found in both tables), and product (mentioned above, which combines each row of one table with each row of the other). Depending on which other sources you consult, there are

1452-454: The content of the logical data model is adjusted to achieve certain efficiencies. The term 'Logical Data Model' is sometimes used as a synonym of ' domain model ' or as an alternative to the domain model. While the two concepts are closely related, and have overlapping goals, a domain model is more focused on capturing the concepts in the problem domain rather than the structure of the data associated with that domain. When ANSI first laid out

1496-460: The database contains and what information they want from it, and let the database management system software take care of describing data structures for storing the data and retrieval procedures for answering queries. Most relational databases use the SQL data definition and query language; these systems implement what can be regarded as an engineering approximation to the relational model. A table in

1540-452: The database designers. As a result, relational databases can be used by multiple applications in ways the original designers did not foresee, which is especially important for databases that might be used for a long time (perhaps several decades). This has made the idea and implementation of relational databases very popular with businesses. Relations are classified based upon the types of anomalies to which they're vulnerable. A database that

1584-454: The database is consistent ; otherwise, it is inconsistent . If a change to a database's relvars would leave the database in an inconsistent state, that change is illegal and must not succeed. In general, constraints are expressed using relational comparison operators, of which just one, "is subset of" (⊆), is theoretically sufficient. Two special cases of constraints are expressed as keys and foreign keys : A candidate key , or simply

1628-585: The example above we could query the database for all of the Customers, Orders, and Invoices. If we only wanted the tuples for a specific customer, we would specify this using a restriction condition . If we wanted to retrieve all of the Orders for Customer 123 , we could query the database to return every row in the Order table with Customer ID 123 . There is a flaw in our database design above. The Invoice relvar contains an Order ID attribute. So, each tuple in

1672-467: The idea of a logical schema in 1975, the choices were hierarchical and network . The relational model – where data is described in terms of tables and columns – had just been recognized as a data organization theory but no software existed to support that approach. Since that time, an object-oriented approach to data modelling – where data is described in terms of classes, attributes, and associations – has also been introduced. A logical data model

1716-418: The logical data model can become the basis of a physical data model and form the design of a database. Logical data models should be based on the structures identified in a preceding conceptual data model , since this describes the semantics of the information context, which the logical model should also reflect. Even so, since the logical data model anticipates implementation on a specific computing system,

1760-472: The relational model can accommodate certain "desired" object-oriented features. Some years after publication of his 1970 model, Codd proposed a three-valued logic (True, False, Missing/ NULL ) version of it to deal with missing information, and in his The Relational Model for Database Management Version 2 (1990) he went a step further with a four-valued logic (True, False, Missing but Applicable, Missing but Inapplicable) version. A relation consists of

1804-434: The relational model or use relational terms or concepts. According to the relational model, a Relation's attributes and tuples are mathematical sets , meaning they are unordered and unique. In a SQL table, neither rows nor columns are proper sets. A table may contain both duplicate rows and duplicate columns, and a table's columns are explicitly ordered. SQL uses a Null value to indicate missing data, which has no analog in

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1848-430: The relational model. Because a row can represent unknown information, SQL does not adhere to the relational model's Information Principle . Basic notions in the relational model are relation names and attribute names . We will represent these as strings such as "Person" and "name" and we will usually use the variables r , s , t , … {\displaystyle r,s,t,\ldots } and

1892-403: The same term [REDACTED] This disambiguation page lists articles associated with the title LDM . If an internal link led you here, you may wish to change the link to point directly to the intended article. Retrieved from " https://en.wikipedia.org/w/index.php?title=LDM&oldid=1244314452 " Category : Disambiguation pages Hidden categories: Short description

1936-468: The simplest and most important types of relation constraints is the key constraint . It tells us that in every instance of a certain relational schema the tuples can be identified by their values for certain attributes. A superkey is a set of column headers for which the values of those columns concatenated are unique across all rows. Formally: A candidate key is a superkey that cannot be further subdivided to form another superkey. Functional dependency

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