作者: Sanjay Jain , Efim Kinber
DOI: 10.1007/978-3-319-11662-4_6
关键词: Limit (mathematics) 、 Theoretical computer science 、 Bipartite graph 、 Computer science 、 Characterization (mathematics) 、 Inductive reasoning 、 Finite-state machine 、 Learnability 、 Parallel learning
摘要: We introduce and explore a model for parallel learning of families languages computable by finite automata. In this model, an algorithmic or automatic learner takes on n different input identifies at least m them correctly. For learning, large enough families, we establish full characterization learnability in terms characteristic samples languages. Based characterization, show that it is the difference − m, number which are potentially not identified, crucial. Similar results obtained also limit. consider automata obtain some partial results. A problems variant remain open.