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Fundamentals of Database SystemsSemester 1, 2017Fundamentals of Database Systems COMP SCI/SOFTEN 351 COMP SCI 751 Instructors: Gill Debbie, Mickey Cannula, Sebastian Link, Gerald WeberDepartment of
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How to fill out armstrong axioms for functional

01
Start by identifying the set of functional dependencies in the given relation.
02
Write down each functional dependency in the form X -> Y, where X and Y are sets of attributes.
03
Begin with the axioms:
04
- Reflexivity: For any set of attributes X, X -> X is always true.
05
- Augmentation: If X -> Y, then XZ -> YZ for any set of attributes Z.
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- Transitivity: If X -> Y and Y -> Z, then X -> Z.
07
Use these axioms to derive additional functional dependencies by applying reflexivity, augmentation, and transitivity as necessary.
08
Repeat step 4 until no more functional dependencies can be derived.
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The set of all derived functional dependencies, including the original ones, is the complete set of Armstrong axioms for the original relation.

Who needs armstrong axioms for functional?

01
Armstrong axioms for functional are needed by database professionals, such as database administrators and designers, who work with relational databases.
02
These axioms are used to analyze and manipulate the dependencies between attributes in a relation, which helps in understanding and improving the quality of the database design.
03
By identifying and applying the Armstrong axioms, one can ensure the correctness and consistency of the data stored in the database.
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Armstrong axioms for functional are a set of axioms that define the properties of functional dependencies in a relational database.
Database administrators and developers working with relational databases are required to understand and apply Armstrong axioms for functional.
Armstrong axioms for functional is filled out by identifying and defining the functional dependencies present in a relational database.
The purpose of Armstrong axioms for functional is to ensure data integrity and avoid data anomalies in a relational database.
The information reported on Armstrong axioms for functional includes the functional dependencies that exist between attributes in a relational database.
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