Sentence examples for variables defined by the from inspiring English sources
To summarize, one probabilistic graphical model is defined by a mission dependency network, a resource dependency network, and a set of external shock events with associated local impacts threatening nodes (or random variables) defined by the resource dependency network.
Specific variables defined by the ratio between the number of accidents and the population, or the total national vehicular pax*km can be also developed to point out this phenomenon.
The median minimum values of most variables defined by the dominant rule sets were significantly different.
Estimates of land usage attributed to corn ethanol production are a function of time (future prediction) as well as the variables defined by the scenario.
We refer to the linear combination of the annotation variables defined by this model and evaluated for a given SNP as its 'functional annotation signature'.
As a transform of an integrable complex-valued function f of one real variable, it is the complex-valued function f ˆ of a real variable defined by the following equation In the integral equation the function f (y) is an integral transform of F x), and K x,y) is the kernel.
The observed apparent law of polymer adsorption is shown both experimentally and theoretically to obey a master curve obtained by using the reduced variable defined by the ratio Mn/Qi (Mn is the number of average chain molecular weight and Qi is the initial amount of polymer per gram of filler).
It must be noted that the only variable defined by the load which appears in Equation 13 is RLoad.
The Size variable, defined by the log-transformed product of the vehicle's length and width, as measured in square metres, comes out with a positive coefficient.
The Acceleration variable, defined by the amount of engine power in relation the vehicle's weight, comes out with a positive sign, but the coefficient is not statistically significant.
The test statistic that is used in this case is a chi-square random variable defined by the following equation: X 2 = ∑ r ∑ c O r, c - E r, c 2 E r, c (7).
