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Points in Networks

Points in Networks. http://math.youngzones.org/Konigsberg.html. Graph Theory: Description of a Point: A point is a NODE of a network Description of a Line: A line is an arc connecting either two nodes or a node to itself. Even or Odd Node. Even Node: has an even number of arcs from a node

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Points in Networks

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  1. Points in Networks

  2. http://math.youngzones.org/Konigsberg.html • Graph Theory: • Description of a Point: A point is a NODE of a network • Description of a Line: A line is an arc connecting either two nodes or a node to itself

  3. Even or Odd Node • Even Node: has an even number of arcs from a node • Odd Node: has an odd number of arcs from a node

  4. Def: Traversable • A network is said to be traversable if you can trace the entire network without repeating any section • Note: a network is traversable if it has two or less odd nodes

  5. Drawing in perspective

  6. Hwk: LM 1.4 and p. 26, #14,15,16 and LM 1.5

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