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Our combined warmup scheme MRRL NSL achieves the same accuracy for sampled LRU cache simulation as MRRL with a two orders of magnitude shorter warmup.
This contact algorithm achieves the same accuracy in determining the particle contact as provided by the Hertz contact model but is far more efficient computationally.
Simulation results in two selected problems, namely filtering chaotic signals and chaos-based communications, indicate that the proposed NL-SCKF with lower computation complexity achieves the same accuracy as the standard SCKF, and outperforms CKF significantly.
It is also demonstrated by Figures 1, 2, and 3 that, given the reduction of computation efforts, TDA-EDE achieves the same accuracy as EDE for estimation of CFO and I/ Qimbalance and outperforms EDE for DCO estimation especially with low-to-medium SNR.
Norm of error ( g − g e s t _ k + 1 2 ) reduces to19.67 in 302 samples and it took 11.92 min. However, it is important to note here that, while the example here, based on a lower number (100) samples per grid, has a high initial field error, it achieves the same accuracy as the example (covered in[6]), which uses a higher number (900) of samples per grid.
Remarkably, HMM_RA still achieves the same accuracy as Phobius.
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Numerical results show that to achieve the same accuracy, our method takes much shorter computing time.
This algorithm uses a much smaller domain than the truncation approach in order to achieve the same accuracy.
Compared with the traditional truncation approach, asymptotic boundary conditions need a much smaller domain to achieve the same accuracy.
The results indicate that the proposed method requires substantially less MC transport solutions to achieve the same accuracy.
This procedure takes a shorter time and requires less elements than the usual constant DDM when achieving the same accuracy.
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Since I tried Ludwig back in 2017, I have been constantly using it in both editing and translation. Ever since, I suggest it to my translators at ProSciEditing.

Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com