Nowadays numerical methods for variable-order fractional differential equations, which mainly cover finite difference methods [18 26], spectral methods [27 29], matrix methods [30, 31], reproducing kernel methods [32, 33], and so on, have been studied extensively by many researchers.
These methods include the variational iteration method [11 13], the adomian decomposition method [14], the fractional differential transform method [15], the reproducing kernel method [16], the collocation method [17, 18], and the wavelet method [19 24].
Condition differences in correlation values, however, were better reproduced between methods.
The study reproduced the methods of Lauridsen et al. [ 13] in order to carry out decompositions of health status measures using the PCS and the MCS from SF-36, while Lauridsen et al. [ 13] applied 15D as health status measure.
In the present study, macroporous CPC scaffolds with defined composition were fabricated using an easily reproduced synthesis method, with minimal fabrication and processing steps.
Wakabayashi et al. (2013) reproduced the method of transgenic mouse generation used by Lalioti et al. (2006) to generate several lines of WNK4 BAC transgenic mice.
Table 3 shows the approximate solution obtained by the Euler wavelet method, reproducing the kernel method and CAS wavelet methods.
Recently, reproducing kernel methods (RKMs) were used to solving a variety of BVPs [13 24].
Recently, authors presented reproducing kernel methods (RKMs) for solving linear and nonlinear differential equations[22, 23, 24, 25, 26, 27, 28, 29, 30, 31].
Although critical of the literature, Andersen et al. did not attempt to reproduce published methods for the preparation of cardiospheres.
