XcqP2SyBa2sMXOKuWG/akQ==;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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