The phrase "a certain probability for" is correct and usable in written English.
It can be used when discussing the likelihood or chance of a specific event or outcome occurring.
Example: "There is a certain probability for rain tomorrow, so we should consider bringing umbrellas."
Alternatives: "a specific likelihood of" or "a particular chance of".
Besides, when individuals approach to local optima, there is a certain probability for them to compulsively accept the imperfect networks in order to keep the population diversity and ability of global optimization.
While other aggregation methods distribute the areas into classes, in an artificial manner, by imposing a certain probability for an area to belong to a certain class, as determined by the assumption that the aggregation measure used is normally distributed, CA does not constrain the distribution of the areas by the classes.
Suppose that the process of human conception is indeterministic, so that conditioning upon all of the causes only serves to fix a certain probability for conception.
This implies that also the 3rd emitted α-particle has a certain probability for being emitted from inside the nanoparticle, with this probability reaching 1 when the nanoparticle radius reaches r = 2R.
As bridge nodes connect the two major regions, there should be a certain probability for these segments to be in one state, and a considerable probability to be in another state.
Randomly selected pathways replicate with a probability proportional to their fitness, and undergo mutations per protein with a certain probability (for the reported results this probability was 0.05, and simulations with 0.1 and 0.005 produce qualitatively equivalent results).
To achieve a certain probability of success, this procedure is repeated for different choices of bases from P.
All of this is what statisticians call the "prior". It gives a certain probability distribution for the location of the wreckage.
This DL model assumes that loops form on the basis of diffusional motion, two chromatin segments having a certain probability to stick together for a certain time when being in proximity.
