Exact(9)
(This probability is an independent variable that strongly depends on the circumstances. The numerical value of this probability will be calculated as described further in Section 3).
If there is random matching in the marriage market, then the probability that this woman marries is equal to the probability that a randomly-selected partner has personality trait z 02 ≥ z ¯ 02, and this probability will be increasing in the value of her personality trait.
This probability will drop after inactivation of an X chromosome with the decline in the XCI-activator concentration that depends on the nuclear half life of the XCI-activator.
This probability will be denoted by f2, and it is characterized by for all, k, l.
This probability will be denoted π i, x i, x j ).
This probability will vary with time and increases as the population of mutant cells expands.
Similar(50)
In this model the probability will lie between 0 and 1 and vary nonlinearly with the explanatory variables.
This construction is independent from a considered database and the probability will usually be very similar.
A 1% probability is admittedly small, but the probability will increase with time.
The conventional argument is that because an individual with an advantageous allele will have a higher probability of survival and reproduction, this higher probability will tend to persist in the offspring that bear the allele.
This means NBS, in all probability, will tell us that growth came in at 9.3%, maybe even 9.4%.
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