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calendar is subject to change; check frequently for updates. (Be
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Tuesday
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Thursday
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| Jan. | 14 §5.1 Coloring of graphs |
16 §5.1 Brook's Theorem |
| 21 §5.2 Structure of k-chromatic graphs |
23 §5.2 Structure of k-critical graphs Quiz 1 (on §5.1) |
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| 28 §5.3 Enumeration; Chromatic polynomials |
30 §5.3 Enumeration; Chromatic polynomials; chordal graphs Quiz 2 (on §5.2) |
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| Feb. | 4 §6.1 Planar graphs and Euler's formula |
6 §6.1 Planar graphs and duals; Kuratowski's theorem Quiz 3 (on §5.3) |
| 11 §6.2 Kuratowski's theorem |
13 §6.3 Parameters of Planarity: Crossing number Quiz 4 (on §6.1) |
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| 18 §6.3 Parameters of Planarity: Graphs on surfaces; genus |
20 §6.3 Parameters of Planarity: Chromatic number of graphs on surfaces Quiz 5 (on §6.2) |
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| 25 §6.3 Parameters of Planarity: Heawood's Theorem |
27 §6.3 Consequences of the Graph Minor Theorem §7.1 Chromatic index Quiz 6 (on §6.3) |
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| March | 4 §7.1 Line graphs |
6 Test #1 (Chapters 5 and 6) |
| 11 SPRING BREAK
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13 SPRING BREAK
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| 18 |
20 |
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| 25 |
27 |
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| April | 1 |
3 |
| 8 |
10 |
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| 15 |
17 |
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| 22 |
24 |
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| 29 |
1 FINAL EXAM 12:30-3:20 |
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