In mathematics, the height zeta function of an algebraic variety or more generally a subset of a variety encodes the distribution of points of given height. == Definition == If S is a set with height function H, such that there are only finitely many elements of bounded height, define a counting function N ( S , H , B ) = # { x ∈ S : H ( x ) ≤ B } .
In mathematics, the height zeta function of an algebraic variety or more generally a subset of a variety encodes the distribution of points of given height. == Definition == If S is a set with height function H, such that there are only finitely many elements of bounded height, define a counting function N ( S , H , B ) = # { x ∈ S : H ( x ) ≤ B } .
Source: Wikipedia "Height zeta function" · CC BY-SA 4.0
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