Chapter 3: The Relational Database Model
56. The relational operators have the property of ; that is, the use of relational algebra operators on existing
relations (tables) produces new relations.
57. PRODUCT yields all possible pairs of rows from two tables, also known as the product.
58. is the real power behind the relational database, allowing the use of independent tables linked by
common attributes.
59. A(n) links tables on the basis of an equality condition that compares specified columns of each table.
60. A(n) provides a detailed description of all tables found within the user/designer-created database.
61. The catalog can be described as a detailed system data dictionary that describes all objects within the
database, including data about table names, the table’s creator and creation date, the number of columns in
each table, the data type corresponding to each column, index filenames, index creators, authorized users, and
access privileges.
62. The relationship is the relational database norm.
63. relationships cannot be implemented as such in the relational model.
64. If one department chair—a professor—can chair only one department, and one department can have only one
department chair. The entities PROFESSOR and DEPARTMENT exhibit a(n) relationship.
65. One characteristic of generalization hierarchies is that they are implemented as relationships.
66. The proper use of keys is crucial to controlling data redundancy.
67. Proper data design requires carefully defined and controlled data redundancies to function properly.
68. A(n) index is an index in which the index key can have only one pointer value (row) associated with it.