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Exact(14)
Both methods give the same specimen stress.
Both methods give the same tendencies for the anisotropic heat transfer at superlattices with rough interfaces.
Both methods give the same value for the experimental rate constant k*.
Both methods give the same solution; however, the variance estimated by WLSQ is much smaller than that estimated by WLL.
Both methods give the same concentration of about 0.0400 mg/L of copper (II) in tap water, ceramics, and alloys.
Here we show only the results obtained by using Method 1 and Method 2. Note that both methods give the same results.
Similar(46)
We expected a certain degree of variability between both methods, given the limitations of the normalization algorithms used prior to assessing fold change differences [57].
Both methods gave the same results except for three sequences for which coreceptor usage had to be determined experimentally (see below).
Both methods gave the same tree topology.
At 5 target copies and above both methods gave the same result as all reactions yielded measurable values.
This score was analysed using both ordinary regression and ordinal logistic regression (not shown): both methods gave the same results, so those for ordinary regression are reported for consistency.
More suggestions(17)
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