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Call trivially true a conditional when it is true, and the conditional that has the same antecedent and opposite (negated) consequent is also true.
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But the conditionals that thus arise have different structural properties from the ontological conditionals studied via Stalnaker's test.
Their task is precisely to provide a semantics for negation that allows for the truth of A and ¬A at some worlds, and a semantics for the conditional that frees it from the aforementioned fallacies of relevance.
The relationship between MDR-1 and p53 is conditional, that is, dependent on the cellular environment and drug used.
If one packet arrives at AP from the Internet, the conditional probability of that packet arriving at AP for an FDN is (frac {nlambda _{text {APF}}}{lambda _{text {Total}}}) and the conditional probability of that packet arriving for an HDN is (frac {mlambda _{text {APH}}}{lambda _{text {Total}}}).
Similarly, if a packet arrives at AP from a node, the conditional probability of that packet arriving from an FDN can be defined as (frac {nlambda _{mathrm {F}}}{lambda _{text {Total}}}) and the conditional probability of that packet arriving from an HDN is (frac {mlambda _{mathrm {H}}}{lambda _{text {Total}}}).
For a given pair of aircraft conflict probability is defined as product of the probability that one aircraft is in a critical section of its own trajectory, and the conditional probability that another aircraft is in its own critical section while the first aircraft is already in it.
Unknown parameters are the transcription initiation (polymerase binding) attempt intensities at each promoter, mTERF protein terminator binding attempt intensities, and the conditional (provided that mTERF is already bound) probabilities p and q of passing the mTERF-dependent terminator in both directions.
Compliance with this new safety principle provides one way to improve operators' sensemaking and situation awareness and decrease the conditional probability that an accident will occur following an adverse initiating event.
The latter approach involves two parameters: (i) the probability that an islet is attacked, and (ii) the conditional probability that each individual cell is destroyed given that the islet is attacked.
Hence, we have by (3.2) and the conditional Borel-Cantelli lemma that P B ( | S 1 n | > ε, i.o. ) = 0 a.s., which implies that S 1 n → 0 a.s. as n → ∞ since the P B -null sets and the P-null sets coincide (see, e.g., Yuan and Xie, [16]).
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