A meshfree method based on the reproducing kernel particle approximate is employed for the free vibration and buckling analyses of shear-deformable plates.
Based on the reproducing kernel approximation, the domain of interest is discretized by a set of particles without the employment of a structured mesh, which constitutes an advantage over the finite element method.
The Bayesian classifiers that they developed were based on the Reproducing Kernel Hilbert Space (RKHS) approach.
Calculations based on the FK model reproduce this effect.
The optimum window size was assigned based on the performance in reproducing the historical IDF curves.
Our calculations based on the proposed model reproduce the experimental time-evolution of pressure and temperature with a single set of fitting parameters for hydrogen and deuterium injection.
Our proofs are based on the properties of reproducing kernels, and they do not involve the use of biharmonic Green functions as had some of the earlier proofs.
Based on the model, which reproduces the reduced form estimates, we show that among low educated women, instead of relying on TANF, single mothers work more, more mothers remain married, some move to relying only on food stamps and, in ex-ante welfare terms, women are worse off.
Based on the characterizations of reproducing cones, some fixed point theorems for multi-valued increasing, decreasing, and mixed monotone operators are established.
