Counting subspaces of a finite vector space

Details Counting subspaces of a finite vector space Counting subspaces of a finite vector space

2010-06-11

arxiv.org/abs/1006.2193v2

Resonance, vol. 15; no. 11, pages 977-987 and no. 12, pages 1074-1083, 2010

Mathematics

Combinatorics

15 pages, 3 figures, corrected version

Scientific paper

In this expository article, we discuss the relation between the Gaussian
binomial and multinomial coefficients and ordinary binomial and multinomial
coefficients from a combinatorial viewpoint, based on expositions by Butler,
Knuth and Stanley.

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