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Enumerative combinatorics

  • 7.5 credits

The course covers basic methods of enumerative combinatorics. "The twelve- fold way", sieve methods, for example various examples of inclusion-exclusion, the involution principle and determinant methods to count lattice paths. Different aspects of the theory of partially ordered sets, for example lattice theory, Möbius inversion in posets and connections with topology.

Further course information will appear soon on this page. Until then, information can be found on the department website.

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