subconvex
English
Etymology
sub-
+
convex
Adjective
subconvex
(
not comparable
)
(
mathematics
)
Less than or equal to a convex function.
2015
, Johan Andersson, Anders Södergren, “On the universality of the Epstein zeta function”, in
arXiv
:
As part of the proof we obtain a strong bound of
E
n
(
L
,
s
)
{\displaystyle E_{n}(L,s)}
on the critical line that is
subconvex
for
n
≥
5
{\displaystyle n\geq 5}
and almost all
n
{\displaystyle n}
-dimensional lattices
L
{\displaystyle L}
..
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