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In contrast to the wholesale 'anaphylactic' degranulation that characterizes maximal IgE-mediated stimulation, bacteria can trigger a gradual and partial (so-called 'piecemeal') degranulation proportional to the stimulus [ 19, 26].
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Hence, this notion characterizes the maximal variation of f ( t, ⋅ ) on the set of spikes identical from time [ t ] − m to time [ t ] (cylinder set).
In this equation, the quantity G k j ≥ 0 characterizes the maximal amplitude of the conductance during a post-synaptic potential.
The optimal MIMO-MAC DMT was given by Tse et al. in [28] and characterizes the maximal diversity gain, or equivalently the smallest error probability, that can possibly be achieved by any space-time code.
The proposed approach showed that changes in predawn leaf water potential (Ψpd) values are in inverse relation with the Total Transpirable Soil Water (TTSW) which characterizes the maximal water stock of the soil and in direct relation with reference evapotranspiration (ETo) and the basal crop coefficient (kcb) of the vine.
An AS is a linear manifold of the stochastic space characterized by maximal response variation.
System invertibility can also be characterized as maximal rank condition which allows to prove the existence of FDI filters under minimal possible conditions.
In applications of the expanded Phillips theory to ordinary differential equations, we characterize all maximal accretive extensions of singular symmetric ordinary differential operators of order 2n.
Using Proposition 50 one can directly characterize a maximal Lie algebra contained in su ( k ) which is defined by all its symmetries including cases where the commutant to is not necessarily abelian.
Second, for S3PRs with key resources that contain key transitions and satisfy the Key-condition, secondary-deadlocks can be characterized by maximal perfect control transition circuits (MPCT-circuits) that are saturated at some reachable markings of their first-controlled systems.
In this connection we also characterize the maximal range spaces of the Dirichlet and Neumann trace operators on a bounded Lipschitz domain in terms of the Dirichlet-to-Neumann map.
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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