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There is always something new going on in terms of cybersecurity in the world. Academic research journals, by the nature of their process, will always be at least one year behind in terms of news. Find and name at least three (3) reputable but not academic cybersecurity news sources that someone can use to keep current - the sources can be individuals or organizations - and explain how you vetted them for quality. Make sure you explain how someone can locate these sources, e.g. a web or podcast address, Twitter account, etc.
Report and interpret the 95% confidence interval of the mean of the pod weight (gm) in the inoculated plants (I) group.
Think of a security policy you may have encountered either at school or in the workplace. Why do you suppose it was set up that way? Do you think it was effective? Would you arrive at the same solution if you were a network manager?
Create a list of stakeholders for the IR planning committee. For each type of stakeholder, provide the reasons for inclusion and the unique aspects
Cyber-attacks have risen to unparalleled extremes. Successful security architecture follows a repeatable set of processes for securing our information systems.
Give an algorithm to achieve consensus for this consensus number.
How would you describe the term digital footprint? What obligations do you believe an organization has toward the digital footprint? What should an individual do to protect their own digital footprint and guard against improper use?
Value driver enhances the value of a product or service to consumers, creating value for the company. Advanced IT, reliability, and brand reputation are example
Compute function point value for a project with the following domain characteristics:
The current environment doesn't have wireless interface, and the management would like to procure a cutting edge wireless technology infrastructure for the organisation.
An equals function is used to compare two objects for equality. Is the following hashCode function poorly written? yes or no and why.
Explain the kinked demand theory for a non-collusive oligopoly. Be sure to describe graph picture of the kinked demand curve.
For the situation of our running example (8 billion bits, 1 billion members of the set S), calculate the false-positive rate if we use three hash functions? What if we use four hash functions?
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