O+ly8fKC2RSe9f+7WF6DaQ==;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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