Sentence examples for functional inequality from inspiring English sources

We prove a new vectorial functional inequality of Poincaré Beckner type.

This asymptotic behaviour is related to a functional inequality, which links the distance with its dissipation and ensures a spectral gap in Wasserstein distance.

Then satisfies the functional inequality (3.48).

and the Cauchy-Jensen additive functional inequality.

Then f satisfies the functional inequality (4.5).

Assume that a mapping satisfies the functional inequality (32).

It also appears in a certain functional inequality (cf. [9]).

If a mapping with satisfies the functional inequality (21).

for all We consider the following functional inequality: (32).

Assume that a mapping with satisfies the functional inequality (318).

Gilányi [34] showed that if satisfies the functional inequality.