Adjective
bitonic (not comparable)
(computing theory, of a sequence) Having the property
x
0
≤
⋯
≤
x
k
≥
⋯
≥
x
n
−
1
{\displaystyle x_{0}\leq \cdots \leq x_{k}\geq \cdots \geq x_{n-1}}
for some
k
,
0
≤
k
<
n
{\displaystyle k,0\leq k
bitonic (not comparable)
(computing theory, of a sequence) Having the property
x
0
≤
⋯
≤
x
k
≥
⋯
≥
x
n
−
1
{\displaystyle x_{0}\leq \cdots \leq x_{k}\geq \cdots \geq x_{n-1}}
for some
k
,
0
≤
k
<
n
{\displaystyle k,0\leq k
, or being a circular shift of such a sequence.