CHARLES UNIVERSITY FACULTY OF MATHEMATICS AND PHYSICS STRUCTURE AND COMPLEXITY

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Date: 2007-10-31 07:12:22 Graph theory Mathematics Discrete mathematics Morphisms Graph isomorphism Graph homomorphism Graph minor Graph Graph coloring Book:Graph Theory		CHARLES UNIVERSITY FACULTY OF MATHEMATICS AND PHYSICS STRUCTURE AND COMPLEXITY Add to Reading List Source URL: kam.mff.cuni.cz Download Document from Source Website File Size: 769,58 KB Share Document on Facebook

	„ ´ Strengthening Erdos–Posa Property for Minor-Closed Graph Classes Fedor V. Fomin,1 Saket Saurabh,2 and Dimitrios M. Thilikos3 DocID: 1sVvX - View Document
	Characterizing Graphs of Small Carving-Width R´emy Belmonte1? , Pim van ’t Hof1? , Marcin Kami´ nski3 , 2?? 4? ? ? Dani¨el Paulusma , and Dimitrios M. Thilikos DocID: 1rq3s - View Document
	Planarization and acyclic colorings of subcubic claw-free graphs Christine Cheng! , Eric McDermid!! , and Ichiro Suzuki! ! ! Department of Computer Science, University of Wisconsin–Milwaukee, Milwaukee, WI 53211, USA { DocID: 1revt - View Document
	Virtual Coordinates for Ad hoc and Sensor Networks∗ Thomas Moscibroda Regina O’Dell Computer Engineering and Networks Laboratory DocID: 1rcqn - View Document
	CHARLES UNIVERSITY FACULTY OF MATHEMATICS AND PHYSICS STRUCTURE AND COMPLEXITY DocID: 1r79Q - View Document