The ultimate product is a reservoir model with realistic tolerance for imprecision and uncertainty.
The ultimate goal is a reservoir model with realistic tolerance for imprecision and uncertainty (Helmy et al. 2010).
In this research, overloads due to cascading failures are modeled with a tolerance parameter α that measures network element flow capacity relative to flow demands in practical power transmission systems.
Final maps distances were evaluated using the diploid equal retention model with an EM tolerance set to 10-5 (using cgtolerance).
In addition, for the DFBA-based approaches the limits for the GAP concentration over time are set to the outcome of the kinetic model with an added tolerance of +/- 0.1 mmol l-1.
Studies from a range of animal models with various tolerances to different environmental stresses (freezing, anoxia, low pH, dehydration, etc).
Thus Fused Deposition Modeling products must comply with tolerance and roughness requirements in order to satisfy a mechanical coupling or functionality.
An integrated model, with components of a tolerance cost model for the determinations of optimal tolerance limits and a quality investment model for the identification of optimal investment level, is applied to establish a new optimization strategy method for the skew normal distribution (SND), named SNDOS method.
To check the consistency of the fuzzy pairwise comparison matrices, the fuzzy consistency test with tolerance deviation model proposed by Leung and Cao [16] is used: begin{aligned}&left( { {begin{array}{c@{quad }c@{quad }c@{quad }c} 1& {r_{12} }& ldots,& {r_{1n} } {r_{21} }& 1& ldots,& {r_{2n} } .& ldots,&.
Based on the parametrization by compactification and model identification, the hybrid algorithm with tolerance adjustment allowed a fast and robust flux computation from the C labeling data created from C-labeled succinate and glutamate feeding.
