dlV3bhcTPCgKMBGCTJMIJg==;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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