supermodular

From super- +‎ modular.

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supermodular (not comparable)

1. (mathematics, said of a function) having the property that ${\displaystyle f(x\lor y)+f(x\land y)\geq f(x)+f(y)}$ for all x, y ${\displaystyle \in }$ R^k, where x ${\displaystyle \vee }$ y denotes the componentwise maximum and x ${\displaystyle \wedge }$ y the componentwise minimum of x and y.

• submodular

• supermodularity

supermodular m or f (masculine and feminine plural supermodulares)

1. supermodular