Sentence examples for production weight from inspiring English sources

We scored some data on yearly harvested area, production weight and wholesale value for the most common food crops from the UN Food and Agriculture Organization, and used it to calculate yield per km2.

Russia's RTS jumped 2.8%, to 665.58 points in Moscow, rebounding from losses on Monday when OPEC's decision to hold on crude production weight on its energy-heavy index.

In this study, fly- and scrubber-ash from a municipal solid waste incinerator (MSWI) were mixed uniformly in their production weight proportions; then, the mixture was added to waste glass frit and melted to form a glassy slag.

For instance, pastoralists across Kenya's rangelands judge pasture conditions based on livestock attributes (rumen-fill, coat condition, milk production, weight gain, etc)., while grazing suitability is based on environmental factors such as forage availability, water access, predator risk, disease and parasite loads (Kipuri 1996; Wasonga et al. 2003).

Fly- and scrubber-ash from a municipal solid waste incinerator (MSWI) were mixed uniformly according to their production weight proportions, and the resulting mixture was added to the half weight of the chemical mechanical polishing (CMP) sludge that was further melted to form a slag.

The BoHV-1 infection in cattle is responsible for considerable economic losses due to decreased milk production, weight loss and abortion.

The representation used by the new algorithm is based on a stochastic grammar supplemented with two novel features: conditional production weights and the dynamic partitioning of ordinal ranges.

We demonstrate empirically that a search algorithm using this representation can optimise probability distributions over complex input domains and thereby enable cost-effective statistical testing, and that the use of both conditional production weights and dynamic partitioning can be beneficial to the search process.

Reweight the production rules of G 2 (such that all production weights are integral), yielding reweighted WCFG G 3. Transform G 3 (with integral weights) into the corresponding admissible specification.

For G d (in RNF), where all production weights are rational, we can determine the common denominator s of the weights of productions with premise S, as well as the common denominator c of the weights of the remaining productions (i.e., of the productions with premise B or C).

Altogether, starting with an arbitrary unambiguous SCFG G 0 that models the class of objects to be randomly generated, we have to proceed along the following lines: Transform G 0 to a corresponding ϵ-free and loop-free SCFG G 1. Transform G 1 into G 2 in RNF (where all production weights are rational).