Sentence examples for maximum variable and from inspiring English sources

Note that d v max C z and d c max C z are the maximum variable and check node degrees respectively in the code C z.

We consider irregular LDPC codes with edge-based variable node and check node degree distributions defined by the polynomials [16] and, where and are the maximum variable and check node degree of the code, respectively.

The hybrid (IT/RS/ML) decoding algorithm is presented in Algorithm 2. In the sequel, we denote by d vmax and d cmax respectively the maximum variable and check node degrees in the bipartite (Tanner) graph associated with LDPC-Staircase.

Let and be the degree profiles from the edge perspective, where and are the maximum variable node and check node degrees, and and are the fraction of edges incident to variable nodes and check nodes of degree.

It should also be noted that there is a trade-off between the maximum variable node degree and the codeword length.

The variable and check node degree distributions of irregular codes from an edge perspective are represented by λ ( x ) = ∑ i = 2 d v max λ i x i − 1 and ρ ( x ) = ∑ i = 2 d c max ρ i x i − 1, respectively, where d v max is the maximum variable node degree and d c max is the maximum check node degree of the code [16].

Measurement data in our study did not meet the normality assumption, so median and range between minimum and maximum variable were used for the description of data.

Co-limitation was achieved by using the same iron concentrations from the iron-limiting medium (18 nM) and a series of experiments in chemostats with progressively lower nitrate concentrations (1.75 mM–175 µM until a steady-state growth rate similar to that from iron-limitation alone was achieved and maximum variable fluorescence returned to levels observed in iron-replete conditions.

The maximum quantum efficiency of PSII (Fv/Fm) was calculated from (Fm-Fo)/Fm, where Fo, Fm, and Fv are ground fluorescence, maximum fluorescence of the dark-adapted subjects, and maximum variable fluorescence, respectively [ 41].

The relative contribution of individual fluorescence classes to the total fluorescence yield, i.e. Fo emitted from LHCs coupled to or uncoupled from their photosystems as well as the portion of Fo quenching by FR illumination and the maximum variable fluorescence (Fm) is summarized in Figure 11 and is based on Chl- a fluorescence time course experiments similar to those shown in Figure 7.

These two results close the fixed-parameter complexity analysis of optimal strategy selection in influence diagrams parametrized by the shape of the diagram, the number of value nodes and the maximum variable cardinality.