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DQ1 - Cloud computing and IP Collapse . The use of cloud computing seems to be growing. Companies must be much more sensitive to their intellectual property (IP) assets in those situations, in particular: where the assets are being held and what is being done with them. How can the use of a cloud computing model raise IP risks if one is not careful?
Copyright compensation Collapse . Information wants to be free but people want to be paid for the knowledge they possess and products that they create. As we have seen the old copyright models favored the middlemen. Over the years alternative models of compensation such as levies and value added charges have emerged as ways to compensate those wishing to be paid. Are these schemes feasible? What are the barriers to their adoption?
Explain the significance of top management commitment and development of standards for successful project management. Give examples to show the significance of these items based on experience on any type of project.
Examine the current content management, determine the strengths and weaknesses, and define improvements.
Find the optimal value of the objective function for the following problem by only inspecting its dual. (Do not solve the dual by the simplex method)
formula gives the distance between two points (x1, y1) and (x2, y2) in the Cartesian plane:
Add the form which includes RichTextBox control and several predefined template letters. This part of program would be used to write letters to your customers.
Which of the following is independent of the choice of a DBMS?
Classify a memory in hierarchy according to the two most common attributes like accessing method and speed.
Suggest a change to the closest-pair algorithm that avoids presorting the Y array but leaves the running time as O(n lg n). (Hint: Merge sorted arrays YL and YR to form the sorted array Y .)
How does the Wikimedia Foundation meet the criteria for a knowledge-creating organization
Structured and Unstructured Data
Write down a 3 pages summary about "Freedom of expression in Cyberspace & Information Society " after reading at least one article in each point of view.
Given a function f(x) as follows: f(0) = 2, f(1) = 3, f(2) = 5, f(3) = 4. Calculate the Fourier Transform of f(x), i.e: F(0), F(1), F(2) and F(3)!
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