Pages that link to "Item:Q892140"
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The following pages link to PAC learning, VC dimension, and the arithmetic hierarchy (Q892140):
Displaying 9 items.
- Deciding the Vapnik-Červonenkis dimension is \(\Sigma_3^p\)-complete (Q1305933) (← links)
- PAC-learning from general examples (Q1392015) (← links)
- PAC learning of concept classes through the boundaries of their items (Q1392018) (← links)
- Counting extensional differences in BC-learning (Q1887167) (← links)
- PAC learnability under non-atomic measures: a problem by Vidyasagar (Q1939260) (← links)
- Learning theory in the arithmetic hierarchy. II. (Q2663335) (← links)
- Higher dimensional PAC learning (Q2799821) (← links)
- LEARNING THEORY IN THE ARITHMETIC HIERARCHY (Q2933682) (← links)
- Computable PAC learning of continuous features (Q6649436) (← links)
