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Contingent propositions can have any probability from \(0\) to 1, and this includes the proposition that the sequence of tosses will be \(\mathsf{HHHHHHHTHT}\), or any other sequence of \(\mathsf{H}\)s and \(\mathsf{T}\)s.
Only when lobbyist bribery is forced entirely out of campaigns can we have any probability of honest representation.
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But note that this informal description leaves many loose ends: if W is just a set, how do we know that it has any probability measures?
The scientific mind cannot regard the intricate system of adaptations in nature as arbitrary and is not satisfied "so long as any explanation, not tantamount to arbitrariness itself, has any probability in the order of nature" (PD 100).
Knowing that biologics do not have any greater probability of receiving a serious safety warning compared with traditional medications is also reassuring as biologics now constitute about 25% of all new drugs approved, 15 and it is quite likely that drug research and development will be increasingly turning to biologics.
For technical reasons we won't go into here, some propositions cannot have any well-defined probability, at least not on the standard approach to probability.
As these variations do not have any impact on transition probabilities equal to zero (probabilities of institutionalisation years 6 7 for the ChEIs alone group and years 1 2 3 6 7), probabilities were also smoothed in order to explore the impact of these null probabilities further.
In the present study the scenario analysis showed that lowering the prior probability of infection, reflecting absence of human cases of AE, increased the probability of freedom during the first years of the study period but it did not have any impact on the probability of freedom in 2009.
For Finland and for the remaining years in Sweden and Norway, when the sensitivity of the surveillance systems as well as the probabilities of freedom were high, reducing the prior probability of infection did not have any major impact on the probability of freedom.
In the 1978 paper, the model assumes no prior information on the genetic potential of the parents (i.e., the breeder is not able to have any influence on the probability of a cross succeeding by choosing the parents that are crossed) and computes the probability of minimizing the risk of not selecting any favourable genotype in the total breeding population (K) of m crosses each with n plants.
By reducing the prior probability of infection in the year 2000 to 0.2, the probability of freedom became slightly higher during the first years of the study period but it did not have any impact on the probability of freedom at the end of 2009.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com