I’m working on a algorithms & data structures question and need a sample draft to help me learn.
Background: Almost everyone is aware of, if not exactly fond of, the British royal family. For this portion of the homework, you are to represent a branch of the royal family (see the family tree image, on the next page, for the portion of interest) in Prolog and write several rules that ‘reason’ about the family relationships.
Assignment: Create a Prolog database in a file named royals.pl that allows the user to ask query the royal family tree. In particular, here’s what we want your database to include:
– married(W,M) – States the fact that woman W married man M. Repeat as many times as necessary
for all of the married pairs of royals.
– childOf2(C,W,M) – States that C is the child of woman W and man M.
For this assignment, we’ll use the facts given in the family tree fragment shown below. Identify the people by their first names. If you find a duplicate, give the younger person’s name a digit suffix. E.g., frank and frank2.
– equal(X,X). – That’s it, exactly. Type it as you see it. You’ll probably find it useful as part of another rule later on.
– childOf1(C,W) – Determines if C is a child of woman W.
– childOf1(C,M) – Determines if C is a child of man M.
– sibling(X,Y) – For this assignment, siblings are considered to be people who share the same two parents.
– auntOrUncleByBlood(C,O) – Your mother’s sister is an example of an aunt by blood. As the name suggests, uncles by blood count here, too.
Important Notes:
– We will not accept rules that include predetermined answers. Write the rules so that Prolog has to figure out the answers for you. If you find yourself trying to put constants in your rules instead of variables, you’re not writing the rules correctly.
– When defining the childOf1 rules, you’ll get a “warning: singleton variables” message or two. That’s OK; don’t worry about it.
– When you separate like–named facts and rules, you can get ‘discontiguous predicate’ warnings. Simple fix: Keep all like–named items together.
– To negate a rule in gprolog, use the \+ operator. For example, \+equal(X,Y) would be true if X and Y are not equal.The British Royal Family Tree Fragment:
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