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collaborators

n. (plural of collaborator English)

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Collaborators (V franchise)

This is a list of Collaborators from the V science fiction franchise.

The 1983 television miniseries V, its sequel, and the subsequent weekly series portrays an alien invasion of Earth. During this fictional invasion several humans are shown collaborating with the aliens to take over the planet similar to the collaborators with the Nazis. The characters are mostly ignorant of the truth behind the aliens' plans.

The original miniseries' sequel, V: The Second Generation, dubs these collaborators as Players.

Collaborators (Battlestar Galactica)

"Collaborators" is the fifth episode of the third season from the science fiction television series Battlestar Galactica.

Collaborators (play)

Collaborators is a 2011 play by British screenwriter and dramatist John Hodge about the "surreal fantasy" of a relationship between two historical figures, Mikhail Bulgakov, the prominent Russian writer, and Joseph Stalin, the dictator of the Soviet Union. The play takes place from 1938-1940, when Stalin was implementing the Great Purge in which several million people were exiled, imprisoned, or executed. The play is Hodge's first, although he has had a long career as a screenwriter.

The play received its première at the Royal National Theatre, London, on 25 October 2011; Nicholas Hytner directed, with Alex Jennings as Bulgakov and Simon Russell Beale as Stalin. The production subsequently won the 2012 Laurence Olivier Award for the best new play produced in Britain. The play has been published in the United Kingdom and in the U.S..

Usage examples of "collaborators".

This point was made by Plesser and me, and was impressively put into practice in subsequent work by Candelas with his collaborators Xenia de la Ossa and Linda Parkes, from the University of Texas, and Paul Green, from the University of Maryland.

By utilizing substantial contributions of the mathematicians Maxim Kontsevich, Yuri Manin, Gang Tian, Jun Li, and Alexander Givental, Yau and his collaborators Bong Lian and Kefeng Liu have finally found a rigorous mathematical proof of the formulas used to count spheres inside Calabi-Yau spaces, thereby solving problems that have puzzled mathematicians for hundreds of years.

Unwittingly, Victor Batyrev, a mathematician from the University of Essen, revealed such an idea through a pair of papers released in the spring and summer of 1992, Batyrev had become very interested in mirror symmetry, especially in the wake of the success of Candelas and his collaborators in using it to solve the sphere-counting problem described at the end of Chapter 10.

They are his assistants, his appointed collaborators, who keep and relieve guard, undertaking, in his absence, some observation already in hand, so that no detail may be lost, no incident of the story that unrolls itself sometimes with exasperating slowness beneath the bell-covers of the laboratory or on some bush in the garden.

But during the last couple of decades theoretical progress spearheaded by the late Irish physicist John Bell and the experimental results of Alain Aspect and his collaborators have shown convincingly that Einstein was wrong.

Candelas and his collaborators had successfully conquered with mirror symmetry.