c0TjBis784Fv6qARwrWmYA==;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Specific outcome 1 - Demonstrate a clear understanding of the underlying principles of information security.
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Specific outcome 2 - Apply elementary cryptography.
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Specific outcome 3 - Demonstrate an understanding of program security and the design and protection of general-purpose operating systems.
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Specific outcome 4 - Demonstrate an understanding of database security.
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Specific outcome 5 - Demonstrate an understanding of security in networks.
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Specific outcome 6 - Demonstrate an understanding of privacy in computing.
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Specific outcome 7 - Apply and evaluate security policies and security models.
- See also