KnowraGaussian binomial coefficientLinked fromLinked fromThe 6 pages that link to Gaussian binomial coefficient, each with the reason it gives.All 6Broader topic 1Related 2Compared with 3Binomial coefficientBroader topic: It replaces ordinary subsets with vector subspaces while preserving related identities.Integer partitionRelated: Its coefficients encode partitions constrained by a rectangle of allowed parts.Pascal's triangleCompared with: It replaces ordinary subset counts with counts of vector subspaces and forms a q-analogue of the array.Finite geometryRelated: It counts the subspaces that serve as flats in finite projective spaces.Pascal's ruleCompared with: Its recurrence resembles Pascal's rule but includes powers of the variable.Hockey-stick identityCompared with: Its analogues of Pascal's rule lead to related but parameter-dependent summation identities.