It is a principle of conditional expected-utility maximization.
An alternative representation for the Slepian process based on the principle of conditional simulation is obtained.
It follows the principle of conditional probability, in which if the ratio is >1 then there is a strong relationship between landslides and factor classes whereas ratio <1 represents weak relationship.
Abelard's First Principle, ~((A →B) ∧ (A →~B)), is considered as a principle of conditional non-contradiction and as such is endorsed by some philosophers, e.g., Gibbard (1981, p. 231), Lowe (1995, p. 47), and Bennett (2003, p. 84), without making any reference to connexive logic.
Fortunately, there exists the principle of conditional independence that two random variables X and Y are conditionally independent if given Z as shown in Figure 7[21], that is, with given Z, for any real number x, y, and z, the following equation is satisfied: P X, Y / Z x, y / z = P X / Z x / z P Y / Z y / z (19) Figure 7 Conditional independence.
Arguably the clearest example of the principle of conditional cooperation is the celebrated Tit-For-Tat strategy, which has consistently been shown to outperform more exploitative strategies in a range of simulation studies, in large part because it performs well when interacting with other cooperative strategies [15].
LPA is also based on the principle of conditional independence, which dictates that classes be created such that indicator variables are statistically uncorrelated [ 30].
By virtue of the Müller-Schäfer principle of conditional error functions any interim decision rule, pre-defined or not, that does not violate this fundamental requirement will permit a redesign of the trial.
Further, one cannot use a lower bound without risking inflation of the conditional error rate, and thus one may not rely on the Müller-Schäfer principle of conditional error functions [ 7] (new does not exceed the original) to prove preservation of unconditional error rate.
The principle of conditional oncolytic viruses is that those viruses are engineered such that they can specifically target a desired cell type, or they are several orders of magnitude more susceptible to cause oncolytic cell lysis in the desired target cells than in the nontargeted cells.
