Sentence examples for modular is said from inspiring English sources

A function modular is said to satisfy the -condition if as whenever decreases to and as.

A function modular is said to satisfy the -condition if (4.6).

A function modular is said to satisfy the -type condition if there exists such that for any we have.

A function modular is said to satisfy the Δ 2 -type condition if there exists K > 0 such that for any x ∈ X ρ we have ρ ( 2 x ) ≤ K ρ ( x ).

Definition 2.2 A function modular is said to satisfy Δ 2 -type condition, if there exists K > 0 such that for any x ∈ X ρ, we have ρ ( 2 x ) ≤ K ρ ( x ).

A modular ρ is said to satisfy the △2-condition if there exists (k>0) such that (rho(2x leq krho(x)) for all (x in X_{rho}).

A modular ρ is said to satisfy the Δ 2 -condition if ρ ( 2 x n ) → 0 as n → ∞, whenever ρ ( x n ) → 0 as n → ∞.

A function modular ρ is said to satisfy the (Delta_{2} -type conDelta_{2} -type exists some (K>0) suconditionrho(2f)le K rho (f)) for every (fif L_{rho}).

A modular ρ is said to satisfy the Δ 2 -condition ( ρ ∈ Δ 2 ) if for any ε > 0 there exist constants K ≥ 2 and a > 0 such that ρ ( 2 u ) ≤ K ρ ( u ) + ε. for all u ∈ X ρ with ρ ( u ) ≤ a.

A modular ρ is said to satisfy the δ 2 -condition if for any ε > 0, there exist constants K ≥ 2, a > 0 such that ρ ( 2 u ) ≤ K ρ ( u ) + ε for all u ∈ X ρ with ρ ( u ) ≤ a.

A modular ρ is said to satisfy the Δ2-condition (ρ ∈ Δ2) if for any ε > 0 there exist a constants K ≥ 2 and a > 0 such that ρ ( 2 u ) ≤ K ρ ( u ) + ε. for all u ∈ X ρ with ρ u) ≤ a.