The substantial variation we show across the site has implications for carbon accounting practices and cost-benefit analyses guiding investment and regulation of the sector.
To examine the spatial distribution of the daytime F-region irregularities and its temporal variation, we show in Fig. 2 a series of fan sector maps of echo power (in dB) from all the seven beams of the Fuke radar, as a function of distances in the east-west and north-south directions.
Besides accounting better for between-study variation, we show how to use the POR model to "explain why" such variation exists.
Moreover, by investigating Arabidopsis natural variation, we show that one SNP, located in RPT5b intron seven, causes this unequal redundancy between RPT5a and RPT5b genes.
In fact whereas the original paper reported that these SNPs explain ∼10% of adult height variation, we show that by age 10 this same set of SNPs already explains ∼5% of height variation.
While we could not identify markers for all potential different subgroups, that is, markers explaining all the variation, we show that the insertion of ostensibly inactive genetic constructs often leads to significant changes in median lifespan.
In the context of this variation we show that birth rates observed in typical case collections are highly likely to deviate significantly from those obtained by the simple unweighted averaging of national statistics.
To illustrate that the scale-based method will provide doses with less inherent variation, we show two different scenarios in Fig. 7. Two measurement series are presented, one based on an accurate scale and one based on a scale which produces an overestimate of the weight by 2 kg.
We analyze the relationship between the required number of current traces and the dynamic current variations, and we show empirically that the required numbers of current traces is proportional to an inverse of the square of the rms value of the flattened current.
By Karamata regular variation theory, we show the existence and exact asymptotic behaviour of the unique classical solution near the boundary to a singular Dirichlet problem,,,, where is a bounded domain with smooth boundary in,,, for each and some ; and for some, which is nonnegative on and may be unbounded or singular on the boundary.
