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There are two organized insecure attachment patterns; infants avoiding contact or interaction with the caregiver upon reunion and minimizing the expression of negative emotions under stress are termed avoidantly attached (A), whilst infants expressing intense negative emotions and wanting contact, but unable to settle following the separations are classified as resistantly attached (C).
We can find the optimal smoothing parameter by minimizing the expression of (C.17) with respect to h.
The optimal smoothing parameter is selected so that minimizing the expression of (D.5) with respect to h.
In response to various stimuli, TAMs release diverse soluble factors that impinge on ovarian cancer cells and resident host cells while minimizing the expression of essential anticancer factors such as IL-12.
Indeed, the problem formulation is an iterative process that starts by choosing an initial guess for the path-loss exponents, and whose values will be modified iteratively with the aim of minimizing the expression (5).
These figures show both the AMMSEs of the asymptotically optimal HDA systems (labeled analytical) obtained by minimizing the expression (18) with respect to ρ and θ o, as well as the experimental AMMSE of actual HDA-PQ and HDA-TC systems which use these (ρ,θ o ) values.
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To satisfy this throughput requirement, we need to minimize the expression described in Eq. (6).
The optimal model is then obtained as the union M = ⋃ i V i o, where { V 1 o, …, V l o } minimize the expression (83).
By the definition of costs cii′jj′, every qii′jj′ defines a least cost path Pii′jj′ from aii′ to bjj′ in the network N of Section 2 (i.e., corresponding to the costs which minimize the expression which defines cii′jj′).
The model M = ⋃ i = 1 l V i can be found from an observed set of data F = { f 1, …, f m } ⊂ S by solving (if possible) the following non-linear least squares problem: Find subspaces V 1, …, V l of R n that minimize the expression e F, { V 1, …, V l } = ∑ i = 1 m min 1 ≤ j ≤ l d 2 ( f i, V j ) (83). over all possible choices of l subspaces with dimension of V i ≤ k < n.
Several modifications have been attempted to minimize the expression of these genes such as changing c-myc to n-myc and other combinations of factors.
More suggestions(16)
minimize the expression
limit the expression
reduced the expression
reduce the expression
alleviate the expression
minimizing the query
minimizing the processing
minimizing the level
minimizing the impact
minimizing the number
minimizing the damage
minimizing the attrition
minimizing the incidence
minimizing the embarrassment
minimizing the energy
minimizing the entropy
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Since I tried Ludwig back in 2017, I have been constantly using it in both editing and translation. Ever since, I suggest it to my translators at ProSciEditing.

Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com