Sentence examples for probability of harvest from inspiring English sources

Increasing the probability of harvest causes an evolutionary shift in the migration reaction norms for both age-1 and age-2 individuals: for an individual of the same size, the probability of migration is lowered as the maximal harvest probability increases (Fig. 3A,B).

The validity of this study is first based on the assumption that equally effective sampling effort was placed and resulted in similar probability of harvesting a fish species across sites.

A policy, c, is described by a particular decision matrix: {mathbf{D}}_{mathrm{c}}=left[{mathrm{p}}_{mathrm{c}}left(mathrm{k}Big|mathrm{i}right)right] (7 where p c (k|i) is the probability of harvesting a stand to state k, given the stand-price state i under policy c.

Given the high probability that evolutionary responses to fishing are unlikely to generate rates of population increase higher than those generated under natural selection in the absence of fishing, there is a need to explore the management implications of fisheries-induced evolution, focussing in particular on the means by which the probability of harvest-induced genetic change can be minimized.

The expected interval between harvests (or cutting cycle), in years, is the inverse of the yearly probability of a harvest.

Then, the annual probability of a harvest is: {pi}_h={displaystyle sum_i{pi}_i^c}{h}_i^c (10).

While appropriate storage practices can generally minimize post-harvest aflatoxin contamination in crops, the use of biotechnology to interrupt the probability of pre-harvest infection and contamination has the potential to provide sustainable solution.

Additional random multiple scattering of light within the network also possibly leads to photon localization, thereby increases the probability of light harvesting.

The centre and north regions of the country have more appropriate conditions for rainfed agriculture, where the probability of good harvests during the wet season is 70-95 percent.

Rather, we sought to use the smaller of the two empirical P-values to quantify the probability of a given harvest regime causing evolutionary change as extreme as or more extreme than would be expected in the absence of harvesting.

Seed for each generation were drawn at random from the previous harvest and cumulative probability of extinction through stochastic harvest sampling was calculated at each generation.