supermodular

Adjective

Meaning

supermodular (not comparable)

(mathematics, said of a function) having the property that



f
(
x
∨
y
)
+
f
(
x
∧
y
)
≥
f
(
x
)
+
f
(
y
)


{\displaystyle f(x\lor y)+f(x\land y)\geq f(x)+f(y)}

for all x, y



∈


{\displaystyle \in }

R, where x



∨


{\displaystyle \vee }

y denotes the componentwise maximum and x



∧


{\displaystyle \wedge }

y the componentwise minimum of x and y.

Antonyms

Related terms

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