WkfVo1ilJSeDaP/fqjVtuQ==;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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