The phrase "asserting whether" is correct and usable in written English.
It can be used when discussing the act of stating or claiming the truth of a particular condition or situation.
Example: "The researcher is asserting whether the new theory holds true in practical applications."
Alternatives: "claiming if" or "stating whether".
However, further investigations are needed to assert whether this information is of good quality in schizophrenia.
Freezing is a sustained response that can last for several looming presentations, making it difficult to assert whether a fly already freezing is responding to the looming stimulus.
Together with its deficiency analysis, the CRN Theory provides a suitable framework to assert whether a particular reaction network has the capacity to support multiple steady states using the reaction mechanism structure alone.
In the first part of this study we design novel stock price prediction models, based on state-of-the-art text-mining techniques to assert whether we can predict the movement of stock prices more accurately by including indicators of irrationality.
Therefore, it will be necessary to conduct additional work on other clades, traits and rate heterogeneity models (including new approaches for automatic identification of rate shifts without a priori tree partitioning) before it can be asserted whether the results of this study are general.
For dubious cases we run an ICP to assert whether the coarse alignment is sufficient or not for the ICP to converge.
Kant says that "[h]e would perhaps not venture to assert whether he would do it or not, but he must admit without hesitation that it would be possible for him.
This would allow the removal of further degradable material, reducing any overestimation of biodegradation occurring in phase 2. Further testing is required to assert whether this is a viable solution and to determine how long phase 1 must be extended, e.g. perhaps until the degradation curve falls below 100%.
where A ij is the generic element of the adjacency matrix, k is the degree of a node, m is the total "weight" of the network, and δ(s i s j ) is the Kronecker Delta, used to assert whether a pair of samples belongs to the same community or not.
Depending on the resulting ratio value, it is possible to assert whether the interactive scheme reduces the workload: mathrm{R}_{text{scriptsize{TC}}} left{begin{array}{lll} > 1 & Rightarrow mathbf{Increasing} text{~workload} = 1 & Rightarrow mathbf{No} text{~difference} < 1 & Rightarrow mathbf{Decreasing} text{~workload} end{array}right.
