BINARY SUBTREES WITH FEW LABELED PATHS RODNEY G. DOWNEY, NOAM GREENBERG, CARL G. JOCKUSCH, JR., AND KEVIN G. MILANS Abstract. We prove several quantitative Ramseyan results involving ternary complete trees with {0, 1}-la - Jensen hierarchy - Document - PDFSEARCH.IO

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	BINARY SUBTREES WITH FEW LABELED PATHS RODNEY G. DOWNEY, NOAM GREENBERG, CARL G. JOCKUSCH, JR., AND KEVIN G. MILANS Abstract. We prove several quantitative Ramseyan results involving ternary complete trees with {0, 1}-la Add to Reading List Document Date: 2011-07-08 08:35:11 Open Document File Size: 500,02 KB Share Result on Facebook City Wellington / / Currency pence / / Event Person Travel / / IndustryTerm difference operator / probabilistic tools / algorithmic online version / / Organization National Science Foundation / Marsden Fund / / Person NOAM GREENBERG / RODNEY G. DOWNEY / Carl Jockusch / KEVIN G. MILANS / CARL G. JOCKUSCH / JR. / Rod Downey / Robert Goldblatt / / SocialTag Mathematics Jensen hierarchy Ternary tree Binary trees Operator theory

BINARY SUBTREES WITH FEW LABELED PATHS RODNEY G. DOWNEY, NOAM GREENBERG, CARL G. JOCKUSCH, JR., AND KEVIN G. MILANS Abstract. We prove several quantitative Ramseyan results involving ternary complete trees with {0, 1}-laAdd to Reading List