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a. Write a program `abstractsize` which inputs a datum and returns an integer measure of how much memory it occupies (cf. Question 10).
Note this measure should be in an abstract unit in which each integer occupies one unit of memory and each pair of square brackets occupies one unit of memory, modulo sharing, so that (for example) `[5,5]` has measure 3 --- one for the square brackets, and one for the two integer payloads. (Do not try to return actual memory usage in bytes, since this will depend on implementation and on the size of the integer payload!)
b. Write a program `compress` which inputs a datum, and outputs a datum that represents it
and minimises abstract size. Your code should be clear and well-commented with an
explanation (if required) of the algorithm you use.
We're not looking for precise bytecounts and certainly not looking for speed or optimal performance. Marks will be awarded for elegance, clear commenting, and understanding of the issues involved.
If you have not already done so, add javadoc documentation to describe any exceptions thrown by methods in the AddressBook class.
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Illustrate your ideas with a specific example of when you would use each type of test using similar variables for each example.
What are some of the shortcomings of our current GDP measure?
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Describe the role of double helix in complimentary base pairing in DNA replication. What does it mean when we say that the two strands of DNA in the double.
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