| Peter Geibel and Fritz Wysotzki. Induction of Context Dependent and Relational Concepts. In Proceedings of the 5th International Workshop on Inductive Logic Programming, Leuven, Belgium, 1995. to appear. |
....3 of G 1 is classified as np. Generally we will assume, that a class is characterized by a whole set of defining contexts (disjunctive class) and additionally by the absence of contexts. A formal definition of a context dependent classifier for nodes that is based on defining contexts is given in [3]. Differing from [3] we will consider the decision trees that are learned by the algorithms described below, as context dependent classifiers in their own right. 3.1 Learning Context Dependent Concepts Let us now consider the induction problem for a training set 7 S = f(S 1 ; c 1 ) ....
....as np. Generally we will assume, that a class is characterized by a whole set of defining contexts (disjunctive class) and additionally by the absence of contexts. A formal definition of a context dependent classifier for nodes that is based on defining contexts is given in [3] Differing from [3] we will consider the decision trees that are learned by the algorithms described below, as context dependent classifiers in their own right. 3.1 Learning Context Dependent Concepts Let us now consider the induction problem for a training set 7 S = f(S 1 ; c 1 ) S s ; c s )g with ....
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Peter Geibel and Fritz Wysotzki. Induction of Context Dependent and Relational Concepts. In Proceedings of the 5th International Workshop on Inductive Logic Programming, Leuven, Belgium, 1995. to appear.
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