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We can represent a database that conforms to an E-R database schema by a collection of tables For each entity set and for each relationship set in the database, there is a unique table to which we assign the name of the corresponding entity set or relationship set Each table has multiple columns, each of which has a unique name Both the E-R model and the relational-database model are abstract, logical representations of real-world enterprises Because the two models employ similar design principles, we can convert an E-R design into a relational design Converting a database representation from an E-R diagram to a table format is the way we arrive at a relational-database design from an E-R diagram Although important differences

The McGraw Hill Companies, 2001

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UnivTable4 StdSSN S1 S1 S2 S2 OfferNo 01 02 01 03 Email joe@bigu joe@bigu mary@bigu mary@bigu EnrGrade 35 36 38 35

exist between a relation and a table, informally, a relation can be considered to be a table of values In this section, we describe how an E-R schema can be represented by tables; and in 3, we show how to generate a relational-database schema from an E-R schema The constraints speci ed in an E-R diagram, such as primary keys and cardinality constraints, are mapped to constraints on the tables generated from the E-R diagram We provide more details about this mapping in 6 after describing how to specify constraints on tables

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Let E be a strong entity set with descriptive attributes a1 , a2 , , an We represent this entity by a table called E with n distinct columns, each of which corresponds to one of the attributes of E Each row in this table corresponds to one entity of the entity set E As an illustration, consider the entity set loan of the E-R diagram in Figure 28 This entity set has two attributes: loan-number and amount We represent this entity set by a table called loan, with two columns, as in Figure 223 The row (L-17, 1000) in the loan table means that loan number L-17 has a loan amount of $1000 We can add a new entity to the database by inserting a row into a table We can also delete or modify rows Let D1 denote the set of all loan numbers, and let D2 denote the set of all balances Any row of the loan table must consist of a 2-tuple (v1 , v2 ), where v1 is a loan (that is, v1 is in set D1 ) and v2 is an amount (that is, v2 is in set D2 ) In general, the loan table will contain only a subset of the set of all possible rows We refer to the set of all possible rows of loan as the Cartesian product of D1 and D2 , denoted by D1 D2 In general, if we have a table of n columns, we denote the Cartesian product of D1 , D2 , , Dn by D1 D2 Dn 1 Dn loan-number L-11 L-14 L-15 L-16 L-17 L-23 L-93 Figure 223 amount 900 1500 1500 1300 1000 2000 500

The McGraw Hill Companies, 2001

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