Introduction to Macm 201 Lecture 27
Let's dive into the details surrounding Macm 201 Lecture 27. Hamilton Paths and Cycles 11:40 - Hamiltonian versus Eulerian 18:31 - Necessary condition to have a HC 24:15 - Sufficient ...
Macm 201 Lecture 27 Comprehensive Overview
Trees 4:08 lemma: removing a leaf from a tree is still a tree 9:38 trees contain unique paths between vertices 15:54 relationship ... Planar Graphs part 2: - Face Degree (4:10) - Edge bounds on planar graphs (11:53) - Dual of a planar graph (33:56) - application ... Planar Graphs: 1) Kuratowski-Wagner Theorem for graph planarity 2) Euler's Formula for planar graphs.
Lecture
Summary & Highlights for Macm 201 Lecture 27
- Description.
- This
- Generating Functions - Series Division.
- General method for solving non-homogeneous (linear, with constant coefficient) recurrence relations.
- Characterization of Trees 6:16 main characterization of trees Part 2 of video: https://youtu.be/uzjUfDL-Lvw.
That wraps up our extensive overview of Macm 201 Lecture 27.
