例句與造句

1. The prosecutors were allowed to present evidence of the two disappearances under the Doctrine of chances.
2. Around 1730, De Moivre addressed some of these problems in the 3rd edition of " The Doctrine of Chances ".
3. The doctrine of chances was first developed by English courts in the case " Rex v . Smith ", 11 Cr.
4. The theorem appeared in the second edition of " The Doctrine of Chances " by Abraham de Moivre, published in 1738.
5. :The Doctrine of Chances : Probabilistic Aspects of Gambling By Prof . Stewart N . Ethier Publisher : Springer Science + Business Media.
6. It's difficult to find doctrine of chances in a sentence. 用doctrine of chances造句挺難的
7. De Moivre wrote a book on probability theory, " The Doctrine of Chances ", said to have been prized by gamblers.
8. Price, himself famous for devising one of the first actuarial tables, came across the " Essay Towards Solving a Problem in the Doctrine of Chances, " and in 1763 the Royal Society published it.
9. Using the doctrine of chances allows a prosecutor to admit evidence of prior " accidents " that can persuade a jury that prior incidents are so similar that it is very improbable that the case at bar is actually accidental.
10. Jakob Bernoulli's " Ars Conjectandi " ( posthumous, 1713 ) and Abraham de Moivre's " The Doctrine of Chances " ( 1718 ) treated the subject as a branch of mathematics.
11. The term " Bayesian " refers to Thomas Bayes ( 1702 1761 ), who proved a special case of what is now called Bayes'theorem in a paper titled " An Essay towards solving a Problem in the Doctrine of Chances ".
12. That's a classic problem treated in the first half of the 18th century in Abraham de Moivre's book " The Doctrine of Chances " ( and of course also in the articles titled central limit theorem, continuity correction, and law of large numbers ) . talk ) 23 : 46, 22 December 2008 ( UTC)
13. This approximation, known as de Moivre Laplace theorem, is a huge time-saver when undertaking calculations by hand ( exact calculations with large " n " are very onerous ); historically, it was the first use of the normal distribution, introduced in Abraham de Moivre's book " The Doctrine of Chances " in 1738.
14. Complete T . O . C . is not available online, but book includes " Questions Concerning Certain Faculties Claimed for Man ", " The Fixation of Belief ", " How to Make Our Ideas Clear ", " The Doctrine of Chances ", " A Guess at the Riddle ", a review of George Berkeley's works, articles by Peirce in Baldwin's dictionary on uniformity, synechism, and his later pragmatism, and other things.