Titlebook: Mani und sein Religionssystem; 289. Sitzung am 19. Reinhold Merkelbach Book 1986 Springer Fachmedien Wiesbaden 1986 Augustin.Psalme.Religi

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Reinhold Merkelbachving it. The goal for the server is to serve requests within a given time limit so as to maximize the total prize money. We consider the variant where prize amounts are uniform which is equivalent to maximizing the number of requests served. This setting is applicable when all rides may have equal i

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hardheaded

ound is non-linear by . with respect to the given FPTAS..The goal of the paper is only to prove the existence of the described FPTAS, and a more accurate analysis can give better constants in exponents. Moreover, we are not worry to much about memory usage.

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Reinhold Merkelbachow that the . (.) algorithm from?[.] is a 4-approximation. We then present our main result, an algorithm, .-Sequence, that repeatedly serves the fastest set of . remaining requests, and provide upper and lower bounds on its performance. We show .-Sequence has approximation ratio at most . and at lea

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