Abstract
A fast simulation method is proposed for estimation of the number of k-dimensional subspaces of weight w in an n-dimensional vector space over the Galois field containing q components. Unbiased estimates are constructed for the cases when w?=?1 and w?=?2, and lower and upper estimates are proposed for the case when w?=?3. It is proved that the relative error remains bounded as q????. A high accuracy of the method proposed is illustrated by numerical examples.
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