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This approach posits that learners posses a system for expressing isomorphisms with which they create mental models with arbitrary dynamics.
In case of models with arbitrary topology, it is extremely difficult to maintain continuity conditions among neighboring surfaces.
This paper considers two-phase random design linear regression models with arbitrary error densities and where the regression function has a fixed jump at the true change-point.
Results of the numerical example show that the fuzzy coefficients obtained through the FLR models with optimized h values are more effective than those obtained through the FLR models with arbitrary h values selected by the design team.
The minimization of this cost factor has been investigated in recent years, where single-hop and multi-hop communication models, with arbitrary traffic and uniform traffic loads have been investigated.
Although this explicit map is convenient for numerical simulations, we prefer to work with the full stroboscopic map (22)–(23), which is particularly useful for comparing and contrasting the behaviour of different planar single neuron models with arbitrary kick strength.
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Reconstructing a Three-Dimensional Model with Arbitrary Errors.
Based on the results of a preceding kinematic optimization, a FEM-model with arbitrary input parameters is designed.
We have also validated the LEM computed from our finite element model with arbitrary needle puncture tasks.
In the current study, a cohesive zone model (with arbitrary nonlinear cohesive laws) based analytical solution is obtained for the interface shear fracture of an end notched flexure (ENF) specimen with sufficiently long bond length.
The model with arbitrary geometry, inertia distribution and frictions are obtained based on a structured Boltzmann–Hamel d'Alembert formulation, and then the estimation equations are explicitly expressed in terms of a linear form with respect to the base parameters of minimal dimension to be identified.
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