Mathematics, 21.03.2020 09:28 josuemarquezz27
Consider the following information: Tony, Mike, and John belong to the Alpine Club. Every member of the Alpine club who is not a skier is a mountain climber. Mountain climbers do not like rain, and anyone who does not like snow is not a skier. Mike dislikes whatever Tonty likes, and he likes whatever Tony dislikes Tony like rain and snow.
Represent the information as a set of FOPL statements appropriate for backward chaining. Show how an answer io he qury "s iheore a rmernber of the Alpine club who is a mouniain climber but not a skier2" is found by a backward chaining automated deduction system by providing a (consistent) AND/OR solution tree that solves and answer. Clearly show the rules and facts separately, and number them.
Some (part ofl a Suggested Ontology:
Member(x) x is member of Alpine club
Skier(y) y is a skier
Climber(z) z is a mountain climber
Likes(x, y) x likes y
Answers: 1
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Consider the following information: Tony, Mike, and John belong to the Alpine Club. Every member of...
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