Sentence examples for behavior of a random from inspiring English sources

It seems apparent that the scatter in scaled values does not reflect the behavior of a random variable from a single population.

A statistical distribution is a function that describes the behavior of a random variable, that is, a quantity that can assume any permissible value for the system to which it refers, but for which the chance of occurrence is governed by some probability distribution.

When 0.05 < Q < 0.5 Å−1 (where the scattering vector, Q, is inversely proportional to the length-scale), the decay rate, Γ, shows a power law relationship, Γ ∝ Q2.42 ± 0.08, that is analogous to the dynamic behavior of a random coil.

The mechanical behavior of a random packing of rigid particles, in which interparticle contact forces follow the Coulomb friction law, is analyzed with the aim of establishing a link between the microscopic frictional behavior of contacts, the equilibrium of particles and the macroscopic plasticity of this material.

In [ 26] it is shown that the average sensitivity is a suitable indicator of the dynamical behavior of a random Boolean network, whose value can reflect the regime in which the network operates.

To solve minimum exposure path (MEP) problem in wireless sensor networks more efficiently, this work proposes an algorithm called target guiding self-avoiding random walk with intersection (TGSARWI), which mimics the behavior of a group of random walkers that seek path to their destinations in a strange area.

In this paper we develop an MPC-like control law that can anticipate meals given a probabilistic description of the patient's eating behavior in the form of a random meal (behavioral) profile.

In the latest survey in 2009, sexual behavior had become more risky, with an increase in lifetime sexual partners and a decrease in condom use, and one out of three women stated that they had suffered from a sexually transmitted infection (STI) 5. From 1987 onwards, Herlitz and colleagues investigated sexual behavior in a random sample of the Swedish population 6.

This algorithm uses an expansion of the moving average representation of a Gaussian random field via a specific orthonormal basis which exploits the scaling behavior of the random field and yields a compact representation of the field despite infrared divergence.

The model is illustrated with an example where the inelastic behavior of a pile subject to random loading is considered.

To characterize the behavior of a dilute assembly of random nanoparticle clusters, it is necessary to calculate assembly hysteresis loop averaged over a sufficiently large number of random cluster realizations.