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Note that the low precision rate (y-axis) is not due to the computational method, but results from the very small number of known meiotic genes (x-axis) among all the genes in the networks.
YW proposed the computational method.
CCL implemented the computational method.
Precision of the method was studied for method precision and intermediate precision.
Precision of the proposed method is better than other approaches.
Precision of the proposed method was obtained by repeatability and intermediate precision.
Precision of the method was studied under the head of repeatability and intermediate precision.
Precision of the method was analyzed by three parameters, viz.
Precision of the method was estimated by establishing the injection repeatability (intra-run precision) and analysis repeatability (inter-run precision).
Our results show that the DFT-1/2 method yields accurate band gaps with the precision of the GW method with no more computational cost than standard DFT.
(a) Precision of the proposed method.
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