DtM++m8PKkzBe5SE1BtHtA==;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
-
Specific outcome 1 - Demonstrate a clear understanding of the underlying principles of information security.
-
Specific outcome 2 - Apply elementary cryptography.
-
Specific outcome 3 - Demonstrate an understanding of program security and the design and protection of general-purpose operating systems.
-
Specific outcome 4 - Demonstrate an understanding of database security.
-
Specific outcome 5 - Demonstrate an understanding of security in networks.
-
Specific outcome 6 - Demonstrate an understanding of privacy in computing.
-
Specific outcome 7 - Apply and evaluate security policies and security models.
- See also