The phrase "hypothesis for which" is correct and usable in written English.
It can be used when referring to a specific hypothesis that is being discussed or analyzed in a particular context.
Example: "The hypothesis for which we gathered data was proven to be accurate after extensive testing."
Alternatives: "hypothesis that" or "hypothesis regarding".
Ebrard, like many others, thinks that the Mexican-American vote, and the Latino vote generally, was a sleeping giant that has been awakened, a hypothesis for which there may be evidence in early returns from Nevada.
The maximum micro dissipation energy agreed with the static hypothesis for which, when one direction reaches the limit state, the rupture at the macro scale is obtained.
Our hypothesis — for which there is weak evidence, no specific chemical evidence yet — is that they may be marking the trees chemically, so that they can orient themselves when they come back the following year.
The first is the trend-stationary hypothesis, for which the trend is a deterministic function of time and the short run dynamics are represented by a stationary autoregressive process.
One answer to this is that it is an empirical hypothesis for which there is little real evidence.
Behavioral finance flies in the face of the efficient market hypothesis, for which Thaler's longtime colleague and sometime golfing buddy Eugene Fama won the Nobel in economics last year.
Among others, the fact that a significant disparity between amplifications is observed only after preloading indicates that changes in the soil properties refer to the ground hypotheses for which the exploration tools present by principle limitations and drawbacks.
The model that De Finetti considers comprises the so-called Bernoulli hypotheses $h_{\theta}$, i.e., hypotheses for which \[ P(Q^{1}_{t+1} \mid h_{\theta} \cap S_{t}) = \theta. \] This likelihood does not depend on the string $S_{t}$ that has gone before.
where p t is the p-value threshold such that the BH procedure rejects all null hypotheses for which p i ≤p t, and the ground truth label L i GT = 0 if the i th spectrum is not anomalous, and 1 otherwise.
Although correlational in nature, this approach advances our understanding of reproductive isolation by generating testable hypotheses for which future functional experiments can be designed.
