Sentence examples for dimensions dependent from inspiring English sources

It explores three dimensions dependent on user perception of the task (mental workload, temporal workload and physical workload) and three dimensions dependent on the interaction between the subject and the task itself, which may be mostly related to the interface (effort, performance and frustration).

This reformulation converts the original mixed integer nonlinear program (MINLP) with dimensions dependent upon the value of the integer decision variables into a mixed integer convex program (MICP) with fixed matrix dimensions.

Three dimensions are dependent on user perception of the task (mental workload, temporal workload and physical workload) and three dimensions dependent on the interaction between the subject and the task itself, which may be mostly related to the interface (effort, performance and frustration).

AChR clusters were easily distinguished in TMR-Bgt-labeled cultures as discrete patches of intense fluorescence, and have characteristic appearances and dimensions, dependent on whether induced by soluble agrin or substrate laminin, as further described in the results.

In such problems, many standard Markov Chain Monte Carlo (MCMC) algorithms become arbitrary slow under the mesh refinement, which is referred to as being dimension dependent.

The scheme using central differences is stable if the CFL condition (28) c Δ t Δ X ⩽ C is satisfied where C denotes the (dimension dependent) Courant number, Δ X and Δ t the grid spacing, and c the velocity of wave propagation.

The standard diffusion approximation consists of diffusion equation of the form (A.3) − ∇ ⋅ κ DA ∇ Φ 0 (r ) + μ a Φ 0 (r ) = 0, and the Robin boundary condition is of the form (A.4) Φ 0 (r ) + 1 2 γ n κ DA A ∂ Φ 0 (r ) ∂ n ^ = I s γ n, where γ n is a dimension dependent constant (γ2 = 1/ π, γ3 = 1/4) and I s is an inward directed diffuse boundary current at the source position [ 36].

In addition, to ease the burden of parameter settings, the proposed SL-PSO adopts a dimension-dependent parameter control method.

We for the first time disclose a filler dimension-dependent hydrodynamic-to-non-hydrodynamic transition by applying the time-concentration superposition principle for accounting for the apparent liquid-to-solid transition related to filler composition and loading and the retarded dynamics of the matrix.

Linear regression models were fit for older women and men separately, with age as the independent variable and functional anthropometric dimensions as dependent variables.

However, the degree to which the accuracy of the measured velocity vector is affected by errors in the measured probe dimensions is dependent upon the geometrical arrangement of the four sensors within the probe.