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Divisor summatory function
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Mathematics
Fields of mathematics
Discrete mathematics
Discrete geometry
Lattice points
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1970-01-01
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The
divisor summatory function
, often denoted
as
\( \sum_{
n
\leq
x
}
d
(
n) \)
, is
a
function that counts the total
number
of
divisors
of
natural numbers
up to
\(
x \)
. Specifically, \(
d
(
n
) \) represents the
number
of positive
divisors
of an
integer
\(
n \)
.
Ancestors
(6)
Lattice points
Discrete geometry
Discrete mathematics
Fields of mathematics
Mathematics
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