Sentence examples for more expensive algorithms from inspiring English sources

Other work has been done in computationally more expensive algorithms, such as support vector machines (SVMs) and neural networks.

Two ways to integrate prior knowledge about common CNVRs are plausible: On the one hand, the restriction of CNV-analysis to markers known to be located in CNVRs allows the use of computationally more expensive algorithms that could outperform current methods.

The prediction error for the inexpensive algorithm is within similar ranges as those found with the computationally more expensive algorithm, yet occurring over a much smaller time frame.

This approach allows the algorithm to scale to Big Data requirements as the computationally more expensive algorithm is only needed on a very small set of the data, i.e. the already determined anomalies.

Three different top-down partitioning methods are investigated, and compared with formally more rigorous yet much more expensive bottom-up algorithms.

The idea of this combined alignment approach is to first solve the LCS-EPM for two given RNAs and then hand over the obtained result to an (usually much more expensive) sequence structure alignment algorithm.

Following the TEG algorithm was more expensive than following the aPTT algorithm [26.28 (23.86 28.36) € vs. 8.70 (8.53–9.49) € per patient per day, respectively, p < 0.001].

This algorithm is computationally more expensive compared with the previous algorithms as the search space is O(2 n ) at each iteration and the number of iterations K depends on the controllability of the networks.

This is an important observation suggesting that though not so effective in actives enrichment with single pharmacophore model, iDrug enables fast prefiltering for large compound collections before applying more accurate and computationally expensive algorithms.

If the strategy is to first go through the data automatically and then let the user validate and correct the results, the automatic processing can employ more sophisticated and computationally expensive algorithms.

It was also found that TE-MMSE-OND2-MIMO, TE-BLK2-MIMO, and MMSE-OND2-MIMO are, respectively, 66, 61, and 40% more expensive than the proposed algorithm.