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MIT18 212S19 Lec6 by topchessera is a document available to read on EtoBox.
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The document discusses the proof of the Hook Length formula in the context of algebraic combinatorics, focusing on lattice paths and hook-walks in grid graphs. It introduces definitions related to posets, covering relations, and linear extensions, culminating in a theorem that relates the number of linear extensions of a rooted tree to its hook lengths. The document serves as a lecture note for a course taught by Professor Postnikov in Spring 2019.
- Author
- topchessera
- Language
- EN