In computer science, data modeling is the process of creating a data model by applying a data model theory to create a data model instance. Computer science (or computing science) is the study and the Science of the theoretical foundations of Information and Computation and their A data model is an Abstract model that describes how data is represented and accessed A data model is an Abstract model that describes how data is represented and accessed A data model is an Abstract model that describes how data is represented and accessed A data model theory is a formal data model description. See database model for a list of current data model theories. A database model is a theory or specification describing how a Database is structured and used

Data modeling involves structuring and organizing data. These data structures are then typically implemented in a database management system. A database management system ( DBMS) is Computer software designed for the purpose of managing Databases DBMSes may use any of a variety of Data models In addition to defining and organizing the data, data modeling will impose (implicitly or explicitly) constraints or limitations on the data placed within the structure.

Managing large quantities of structured and unstructured data is a primary function of information systems. Data models describe structured data for storage in data management systems such as relational databases. They typically do not describe unstructured data, such as word processing documents, email messages, pictures, digital audio, and video. Electronic mail, often abbreviated to e-mail, email, or originally eMail, is a Store-and-forward method of writing sending receiving

Types of Data Model

A data model instance may be one of three kinds (according to ANSI in 1975[1]):

• a conceptual schema (data model) describes the semantics of a domain, being the scope of the model. A conceptual schema or conceptual Data model is a map of Concepts and their Relationships This describes the Semantics of an organization For example, it may be a model of the interest area of an organization or industry. This consists of entity classes (representing kinds of things of significance in the domain) and relationships (assertions about associations between pairs of entity classes). A conceptual schema specifies the kinds of facts or propositions that can be expressed using the model. In that sense, it defines the allowed expressions in an artificial 'language' with a scope that is limited by the scope of the model. For generally applicable models, see below under 'Generic data model'.
• a logical schema (data model) describes the semantics, as represented by a particular data manipulation technology. A Logical Schema is a Data model of a specific problem domain expressed in terms of a particular data management technology This consists of descriptions of tables and columns, object oriented classes, and XML tags, among other things.
• a physical schema (data model) describes the physical means by which data are stored. Physical Schema is a term used in relation to data management This is concerned with partitions, CPUs, tablespaces, and the like.

The significance of this approach, according to ANSI, is that it allows the three perspectives to be relatively independent of each other. Storage technology can change without affecting either the logical or the conceptual model. The table/column structure can change without (necessarily) affecting the conceptual model. In each case, of course, the structures must remain consistent with the other model. The table/column structure may be different from a direct translation of the entity classes and attributes, but it must ultimately carry out the objectives of the conceptual entity class structure. Early phases of many software development projects emphasize the design of a conceptual data model. A conceptual schema or conceptual Data model is a map of Concepts and their Relationships This describes the Semantics of an organization Such a design can be detailed into a logical data model. A logical data model also referred to as LDM in Computer science is a representation of an organization's data organized in terms of a particular data management In later stages, this model may be translated into physical data model. A physical data model (aka Database design) is a representation of a data design which takes into account the facilities and constraints of a given database management system However, it is also possible to implement a conceptual model directly.

Zachman Framework Perspectives of Data Focus

In an alternative framework, called the Zachman Framework, a data model instance may be one of six kinds (according to John Zachman, 1987, 1992, 2005, 2007):

• a contextual data model (list) identifies entity classes (representing things of significance to the organization). John Zachman is an American computer scientist and is the originator of the Zachman framework, which is considered worldwide to be the de facto standard for classifying the
• a conceptual data model (semantics) defines the meaning of the things in an organization. This consists relationships (assertions about associations between pairs of entity classes).
• a Logical schema|logical data model (schema) describes the logic represention of the properties without regard to a particular data manipulation technology. This consists of descriptions of the attributes (role a data element plays in relation to the thing (entity) it represents.
• a Physical schema|physical data model (blueprint) describes the physical means by which data are stored. This is concerned with partitions, CPUs, tablespaces, and the like.
• a data definition (configuration) This is the actual language coding of the database schema in the chosen development platform.
• a data instantiation holds the values of properties applied to the data in the schema.

The significance of this approach, according to John Zachman, is that it allows the six perspectives to be relatively independent of each other and have different contributors, audiences and purposes. In each case, of course, the structures must remain consistent with the other model instances although the details change. The table/column structure may be different from a direct translation of the entity classes, relationships and attributes, but it must ultimately carry out the objectives of the contextual entity class structure and conceptual relationship structure. Zachman regards each perspective a separate and distinct vantage point of the data: his view is not a methodology but rather a way of classifying the parts, however development projects and software tools often proceed from Contextual list, to conceptual data model, followed by the Logical schema|logical data model. In later stages when the data platform is known (whether it be database software or filing cabinets), this model may be translated into a Physical schema|physical data model followed by the data definition. When the database actually stores values and is operational data manipulation can take place.

Data structure

A data model describes the structure of the data within a given domain and, by implication, the underlying structure of that domain itself. A data model is an Abstract model that describes how data is represented and accessed This means that a data model in fact specifies a dedicated grammar for a dedicated artificial language for that domain.

A data model represents classes of entities (kinds of things) about which a company wishes to hold information, the attributes of that information, and relationships among those entities and (often implicit) relationships among those attributes. The model describes the organization of the data to some extent irrespective of how data might be represented in a computer system.

The entities represented by a data model can be the tangible entities, but models that include such concrete entity classes tend to change over time. Robust data models often identify abstractions of such entities. --> Abstraction is the process or result of generalization by reducing the information For example, a data model might include an entity class called "Person", representing all the people who interact with an organization. Such an abstract entity class is typically more appropriate than ones called "Vendor" or "Employee", which identify specific roles played by those people. For other uses see Abstract In Philosophy it is commonly considered that every object is either abstract or concrete

When designing a data model it is useful to make a distriction between transaction data and reference data, where the transaction data refers to one or more entities of reference data. A data model is an Abstract model that describes how data is represented and accessed Transaction data is data describing an event (the change as a result of a Transaction) and is usually described with verbs Reference data are data describing a physical or virtual object and its properties Transaction data is data describing an event (the change as a result of a Transaction) and is usually described with verbs Reference data are data describing a physical or virtual object and its properties

A proper conceptual data model describes the semantics of a subject area. It is a collection of assertions about the nature of the information that is used by one or more organizations. Proper entity classes are named with natural language words instead of technical jargon. Likewise, properly named relationships form concrete assertions about the subject area.

There are several versions of this. For example, a relationship called "is composed of" that is defined to operate on entity classes ORDER and LINE ITEM forms the following concrete assertion definition: Each ORDER "is composed of" one or more LINE ITEMS. " A more rigorous approach is to force all relationship names to be prepositions, gerunds, or participles, with verbs being simply "must be" or "may be". This way, both cardinality and optionality can be handled semantically. This would mean that the relationship just cited would read in one direction, "Each ORDER may be composed of one or more LINE ITEMS" and in the other "Each LINE ITEM must be part of one and only one ORDER. "

Note that this illustrates that often generic terms, such as 'is composed of', are defined to be limited in their use for a relationship between specific kinds of things, such as an order and an order line. This constraint is eliminated in the generic data modeling methodologies.
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Generic data model

Generic data models are generalizations of conventional data models. They define standardised general relation types, together with the kinds of things that may be related by such a relation type. This is similar to the definition of a natural language. For example, a generic data model may define relation types such as a 'classification relation', being a binary relation between an individual thing and a kind of thing (a class) and a 'part-whole relation', being a binary relation between two things, one with the role of part, the other with the role of whole, regardless the kind of things that are related. In Mathematics, a binary relation (or a dyadic or 2-place relation) is an arbitrary association of elements within a set or with elements of Given an extensible list of classes, this allows the classification of any individual thing and to specify part-whole relations for any individual object. By standardisation of an extensible list of relation types, a generic data model enables the expression of an unlimited number of kinds of facts and will approach the capabilities of natural languages. Conventional data models, on the other hand, have a fixed and limited domain scope, because the instantiation (usage) of such a model only allows expressions of kinds of facts that are predefined in the model.

Generic data models are developed as an approach to solve some shortcomings of conventional data models. For example, different modelers usually produce different conventional data models of the same domain. This can lead to difficulty in bringing the models of different people together and is an obstacle for data exchange and data integration. Invariably, however, this difference is attributable to different levels of abstraction in the models and differences in the kinds of facts that can be instantiated (the semantic expression capabilities of the models). The modelers need to communicate and agree on certain elements which are to be rendered more concretely, in order to make the differences less significant.

There are generic patterns that can be used to advantage for modeling business. These include entity types for PARTY (with included PERSON and ORGANIZATION), PRODUCT TYPE, PRODUCT INSTANCE, ACTIVITY TYPE, ACTIVITY INSTANCE, CONTRACT, GEOGRAPHIC AREA, and SITE. A model which explicitly includes versions of these entity classes will be both reasonably robust and reasonably easy to understand.

More abstract models are suitable for general purpose tools, and consist of variations on THING and THING TYPE, with all actual data being instances of these. Such abstract models are on one hand more difficult to manage, since they are not very expressive of real world things, but on the other hand they have a much wider applicability, especially if they are accompanied by a standardised dictionary. More concrete and specific data models will risk having to change as the scope or environment changes.

One approach to generic data modeling has the following characteristics:

• A generic data model shall consist of generic entity types, such as 'individual thing', 'class', 'relationship', and possibly a number of their subtypes.
• Every individual thing is an instance of a generic entity called 'individual thing' or one of its subtypes.
• Every individual thing is explicitly classified by a kind of thing ('class') using an explicit classification relationship.
• The classes used for that classification are separately defined as standard instances of the entity 'class' or one of its subtypes, such as 'class of relationship'. These standard classes are usually called 'reference data'. This means that domain specific knowledge is captured in those standard instances and not as entity types. For example, concepts such as car, wheel, building, ship, and also temperature, length, etc. are standard instances. But also standard types of relationship, such as 'is composed of' and 'is involved in' can be defined as standard instances.

This way of modeling allows the addition of standard classes and standard relation types as data (instances), which makes the data model flexible and prevents data model changes when the scope of the application changes.

A generic data model obeys the following rules:

1. Candidate attributes are treated as representing relationships to other entity types.
2. Entity types are represented, and are named after, the underlying nature of a thing, not the role it plays in a particular context. Entity types are chosen.
3. Entities have a local identifier within a database or exchange file. These should be artificial and managed to be unique. Relationships are not used as part of the local identifier.
4. Activities, relationships and event-effects are represented by entity types (not attributes).
5. Entity types are part of a sub-type/super-type hierarchy of entity types, in order to define a universal context for the model. As types of relationships are also entity types, they are also arranged in a sub-type/super-type hierarchy of types of relationship.
6. Types of relationships are defined on a high (generic) level, being the highest level where the type of relationship is still valid. For example, a composition relationship (indicated by the phrase: 'is composed of') is defined as a relationship between an 'individual thing' and another 'individual thing' (and not just between e. g. an order and an order line). This generic level means that the type of relation may in principle be applied between any individual thing and any other individual thing. Additional constraints are defined in the 'reference data', being standard instances of relationships between kinds of things.

Examples of generic data models are ISO 10303-221, ISO 15926 and Gellish or Gellish English. The ISO 15926 is titled " Industrial automation systems and integration&mdashIntegration of life-cycle data for process plants including oil and gas production facilities Gellish is a Controlled natural language in which information and knowledge can be expressed so that it is computer interpretable but still system independent Gellish English is a variant of Gellish and is a Formal language, which means that it is structured and formalised subset of natural English that is computer interpretable

Data organization

Another kind of data model describes how to organize data using a database management system or other data management technology. A database management system ( DBMS) is Computer software designed for the purpose of managing Databases DBMSes may use any of a variety of Data models It describes, for example, relational tables and columns or object-oriented classes and attributes. Such a data model is sometimes referred to as the physical data model, but in the original ANSI three schema architecture, it is called "logical". A physical data model (aka Database design) is a representation of a data design which takes into account the facilities and constraints of a given database management system In that architecture, the physical model describes the storage media (cylinders, tracks, and tablespaces). Ideally, this model is derived from the more conceptual data model described above. It may differ, however, to account for constraints like processing capacity and usage patterns.

While data analysis is a common term for data modeling, the activity actually has more in common with the ideas and methods of synthesis (inferring general concepts from particular instances) than it does with analysis (identifying component concepts from more general ones). {Presumably we call ourselves systems analysts because no one can say systems synthesists. } Data modeling strives to bring the data structures of interest together into a cohesive, inseparable, whole by eliminating unnecessary data redundancies and by relating data structures with relationships. The relational model for Database management is a Database model based on first-order predicate logic, first formulated and proposed in 1969 by Edgar

A different approach is through the use of adaptive systems such as artificial neural networks that can autonomously create implicit models of data. An adaptive system is a System that is able to adapt its behavior according to changes in its environment or in parts of the system itself An artificial neural network (ANN, often just called a "neural network" (NN is a Mathematical model or Computational model based on Biological neural