ZHy2qzcSVpljBbNnAJGDiQ==;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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