منابع مشابه
The 12 prophets dataset
The "Ajeijadinho 3D" project is an initiative supported by the University of São Paulo (Museum of Science and Dean of Culture and Extension), which involves the 3D digitization of art works of Brazilian sculptor Antonio Francisco Lisboa, better known as Aleijadinho. The project made use of advanced acquisition and processing of 3D meshes for preservation and dissemination of the cultural herita...
متن کاملNet prophets
Statements that " we have come to do biology in a new way " or " there is a new paradigm in biological research " are now commonplace. Nobody seems to be satisfied by a single good experiment that gives a precise answer to a well formulated question, which was the old way we did biology. On the contrary there is now a belief that a mass attack on parallel fronts can provide a database of all th...
متن کاملSchedulers are no Prophets
Several formalisms for concurrent computation have been proposed in recent years that incorporate means to express stochastic continuous-time dynamics and non-determinism. In this setting, some obscure phenomena are known to exist, related to the fact that schedulers may yield too pessimistic verification results, since current nondeterminism can surprisingly be resolved based on prophesying th...
متن کاملThe cultural confrontation of the prophets with ethnocentrism from the perspective of the Holy Quran
Extreme dependence on ancestral culture, which is interpreted as ethnocentrism in sociology, is an enduring social reality and is not specific to the age of the prophets. This phenomenon has now appeared in the form of Islamic extremist groups such as: Taliban, ISIS, Boko Haram, Jabhat al-Nusra and the Group of Companions. Given that the prophets were at the forefront of the fight against this ...
متن کاملWald for non-stopping times: The rewards of impatient prophets
Let X1, X2, . . . be independent identically distributed nonnegative random variables. Wald’s identity states that the random sum ST := X1 + · · · + XT has expectation ET ·EX1 provided T is a stopping time. We prove here that for any 1 < α ≤ 2, if T is an arbitrary nonnegative random variable, then ST has finite expectation provided that X1 has finite α-moment and T has finite 1/(α− 1)-moment. ...
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ژورنال
عنوان ژورنال: The Expository Times
سال: 1904
ISSN: 0014-5246,1745-5308
DOI: 10.1177/001452460401501004