The Sleeping Beauty (ballet) the princess accepts. Act III (The Wedding) The royal wedding is underway. Guests include the Jewel Fairies: Diamond, Gold, Silver and Sapphire, and of course the Lilac Fairy. Fairytale characters are in attendance, including Puss in Boots and The White Cat, Princess Florine and the Bluebird, and others. Aurora and Désiré perform a grand Pas de Deux, and the entire ensemble dances. The prince and princess are married, with the Lilac Fairy blessing the union. Titles of all of the numbers listed here come from Marius Petipa's original scenario, as well as the original libretto and programs of the first
Sleeping Beauty problem by the objective chance of heads landing being equal to the chance of tails landing, it should therefore hold that P(Tails | Monday) = P(Heads | Monday), and thus Since these three outcomes are exhaustive and exclusive for one trial, the probability of each is one-third by the previous two steps in the argument. David Lewis responded to Elga's paper with the position that Sleeping Beauty's credence that the coin landed heads should be 1/2. Sleeping Beauty receives no new non-self-locating information throughout the experiment because she is told the details of the experiment. Since her credence before the experiment