Critical graph

Results: 53



#Item
1Planar 4-critical graphs with four triangles Oleg V. Borodin ∗ Zdenˇek Dvoˇra´k † Alexandr V. Kostochka Bernard Lidick´ y§

Planar 4-critical graphs with four triangles Oleg V. Borodin ∗ Zdenˇek Dvoˇra´k † Alexandr V. Kostochka Bernard Lidick´ y§

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Source URL: orion.math.iastate.edu

Language: English - Date: 2014-08-22 14:44:59
2Language Learning  ISSNEMPIRICAL STUDY Concurrent Statistical Learning of Adjacent

Language Learning ISSNEMPIRICAL STUDY Concurrent Statistical Learning of Adjacent

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Source URL: cnl.psych.cornell.edu

Language: English - Date: 2016-06-08 12:58:15
3Fine structure of 4-critical triangle-free graphs I. Planar graphs with two triangles and 3-colorability of chains Zdenˇek Dvoˇra´k∗  Bernard Lidick´

Fine structure of 4-critical triangle-free graphs I. Planar graphs with two triangles and 3-colorability of chains Zdenˇek Dvoˇra´k∗ Bernard Lidick´

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Source URL: orion.math.iastate.edu

Language: English - Date: 2015-05-27 17:02:42
4PROBLEM NOTES Critical to the problem is noticing the following: • •

PROBLEM NOTES Critical to the problem is noticing the following: • •

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Source URL: cs.northwestern.edu

Language: English - Date: 2008-07-09 11:17:32
54-critical graphs on surfaces without contractible (≤ 4)-cycles Zdenˇek Dvoˇra´k∗ Bernard Lidick´ y†

4-critical graphs on surfaces without contractible (≤ 4)-cycles Zdenˇek Dvoˇra´k∗ Bernard Lidick´ y†

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Source URL: orion.math.iastate.edu

Language: English - Date: 2014-08-22 14:44:46
6Fine structure of 4-critical triangle-free graphs III. General surfaces Zdenˇek Dvoˇra´k∗ Bernard Lidick´ y†

Fine structure of 4-critical triangle-free graphs III. General surfaces Zdenˇek Dvoˇra´k∗ Bernard Lidick´ y†

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Source URL: orion.math.iastate.edu

Language: English - Date: 2015-05-27 17:20:44
7MINIMUM H-DECOMPOSITIONS OF GRAPHS: EDGE-CRITICAL CASE ¨ LALE OZKAHYA AND YURY PERSON Abstract. For a given graph H let φH (n) be the maximum number of parts

MINIMUM H-DECOMPOSITIONS OF GRAPHS: EDGE-CRITICAL CASE ¨ LALE OZKAHYA AND YURY PERSON Abstract. For a given graph H let φH (n) be the maximum number of parts

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Source URL: www.math.uni-frankfurt.de

Language: English - Date: 2013-08-01 11:11:52
    8Parameterized Complexity of Critical Node Cuts Danny Hermelin1 , Moshe Kaspi1 , Christian Komusiewicz2 , and Barak Navon1 1  2

    Parameterized Complexity of Critical Node Cuts Danny Hermelin1 , Moshe Kaspi1 , Christian Komusiewicz2 , and Barak Navon1 1 2

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    Source URL: drops.dagstuhl.de

    Language: English - Date: 2015-11-09 10:22:02
    9Exhaustive generation of k-critical H-free graphs Jan Goedgebeur∗ Oliver Schaudt†  Abstract

    Exhaustive generation of k-critical H-free graphs Jan Goedgebeur∗ Oliver Schaudt† Abstract

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    Source URL: www.zaik.uni-koeln.de

    Language: English - Date: 2015-06-10 03:36:10
    10CRITICAL POINTS - PART 2 1. In each case, sketch a graph of a continuous function with the given properties. A. f ′( −1) = 0 and f ′(3) = 0 f ′( x )

    CRITICAL POINTS - PART 2 1. In each case, sketch a graph of a continuous function with the given properties. A. f ′( −1) = 0 and f ′(3) = 0 f ′( x )

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    Source URL: math.arizona.edu

    - Date: 2008-05-26 21:38:43