zxwgu+oIR+BAWxDaYLQjOA==;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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