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combinatorial auction造句

例句與造句

  1. Milgrom has also contributed to the understanding of combinatorial auctions.
  2. The combinatorial auction problem can be modeled as a set packing problem.
  3. Combinatorial auctions present challenges compared to traditional auctions.
  4. That article proposed a combinatorial auction for airplane take-off and landing slots.
  5. Therefore, many algorithms have been proposed to find approximated solutions for combinatorial auction problem.
  6. It's difficult to find combinatorial auction in a sentence. 用combinatorial auction造句挺難的
  7. These combinatorial auctions are cleared as bid, rather than at prices based on dual variables.
  8. Simple combinatorial auctions have been used for many years in allocation of radio spectrum for wireless communications.
  9. Combinatorial auctions were first proposed by Rassenti, Smith, and Bulfin ( 1982 ), for the allocation of airport landing slots.
  10. He was also one of the first to propose combinatorial auction, with Stephen J . Rassenti and Robert L . Bulfin in 1982.
  11. Combinatorial auctions are smart markets in which goods are indivisible, but some smart markets allocate divisible goods such as electricity and natural gas.
  12. It is the most general form of incentive-compatible double-auction since it can handle a combinatorial auction with arbitrary value functions on bundles.
  13. The ascending proxy auction may be viewed either as a compact representation of a dynamic combinatorial auction or as a practical direct mechanism, the first example of what Milgrom would later call a  core selecting auction . 
  14. It can be stated as follows : Given a set of bids in a combinatorial auction, find an allocation of items to bidders including the possibility that the auctioneer retains some items that maximizes the auctioneer s revenue.
  15. Since the inception of the BETA Lab, its members have solved problems in computer science and bioinformatics, including Boolean satisfiability ( SAT ), time-tabling, winner determination in combinatorial auctions, protein structure prediction in lattice models, as well as prediction and design of RNA secondary structures.
  16. Their paper introduced many key ideas on combinatorial auctions, including the mathematical programming formulation of the auctioneer s problem, the connection between the winner determination problem and the set-packing problem, the issue of computational complexity, the use of techniques from experimental economics for testing combinatorial auctions, and consideration of issues of incentive compatibility and demand revelation in combinatorial auctions.
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