Sentence examples for negative multiplicative from inspiring English sources

Five taxa showed significant negative multiplicative interactions identified by an interaction term with p ≤ 0·05.

Corollary 3 Let h : ( 0, ∞ ) → R be a non-negative super-multiplicative function.

If h is a non-negative sub-multiplicative function and f ∈ g h v ( h, p, I ), then the inequality sign in (4.2) is reversed.

Theorem 1 Let h : J → R be a non-negative super-multiplicative function and let f : I → R be a function such that f ∈ g h x ( h, p, I ).

Theorem 2 Let w 1, …, w n be positive real numbers with n ≥ 2. If h is a non-negative super-multiplicative function and if f ∈ g h x ( h, p, I ) and x 1, …, x n ∈ I, then we have the inequality f ( [ 1 W n ∑ i = 1 n w i x i p ] 1 p ) ≤ ∑ i = 1 n h ( w i W n ) f ( x i ), where  W n = ∑ i = 1 n w i. (4.1).

If h : ( 0, ∞ ) → R is a non-negative super-multiplicative function and f ∈ g h x ( h, p, I ), then for all x 1, …, x n ∈ ( m, M ) we have the inequality ∑ i = 1 n h ( w i W n ) f ( x i ) ≤ f ( m ) ∑ i = 1 n h ( w i W n ) h ( M p − x i p M p − m p ) + f ( M ) ∑ i = 1 n h ( w i W n ) h ( x i p − m p M p − m p ). (4.2).

There was strong evidence for a multiplicative negative interaction between infection status and Hb levels, highlighting the health impacts of parasitic infections in school-aged children.

A case-only analysis among all cases from the case-control and family materials (ESM Table  5) supported a significant negative deviation from multiplicative effects, with weaker ORs conferred by PTPN22 in the HLA risk categories (3  df test for interaction; p = 0.028).

Chaining multiple negative feedback loops together should lead to a multiplicative improvement.

The ORs were smaller for the risk-conferring HLA genotypes, indicating negative deviation from a multiplicative model.

This curvature implies negative epistasis on a multiplicative fitness scale, the deleterious effects of mutations together being stronger than when alone.