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离散空间上具有时滞的q-维1-容错搜索模型最优策略 被引量:2

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出处 《河南师范大学学报(自然科学版)》 CAS CSCD 北大核心 2008年第3期151-151,共1页 Journal of Henan Normal University(Natural Science Edition)
基金 国家自然科学基金(10571045) 河南省杰出青年科学基金(074100510024) 河南省教育厅自然科学基金(2007110018)
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参考文献3

  • 1Pelc A. Searching games with errors-fifty years of coping with liars[J]. Theoret Comput Sci, 2002,270:71-109.
  • 2Ambainis A, Bloch S A, Schweizer D L. Delayed binary search, or playing twenty questions with a procrastinator[J].Algorithmica, 2002, 32:641-650.
  • 3Cicalese F, Vaccaro U. Binary search with delays and missing answers[J]. Information Processing Letters, 2003,85:239-247.

同被引文献14

  • 1KOOPMAN B O. Theory of Search,Part 1:Kinetic Bases[J].{H}Operations Research,1956,(03):324-346.
  • 2KOOPMAN B O. Theory of Search,Part 2:Target Detection[J].{H}Operations Research,1956,(05):503-531.
  • 3KOOPMAN B O. Theory of Search,Part 3:The Optimum Distribution of Searching Effort[J].{H}Operations Research,1956.613-627.
  • 4PELC A. Searching Games with Errors:Fifty Years of Coping with Liars[J].{H}Theoretical computer science,2002,(1/2):71-109.
  • 5STONE L D. Theory of Optimal Search[M].{H}New York:Academic Press,Inc,1975.120-153.
  • 6HALEY K B,STONE L D. Search Theory and Applications[M].{H}New York:Plenum Press,1980.83-125.
  • 7GAL S. Search Games[M].{H}New York:Academic Press,Inc,1980.96-135.
  • 8AMBAINIS A,BLOCH S A,SCHWEITZER D L. Delayed Binary Search,or Playing Twenty Questions With aProcrastinator[J].{H}ALGORITHMICA,2002.641-650.
  • 9KOOPMAN B O. Theory of Search, Part 1: Kinetic Bases [J]. Operations Research, 1956, 4(3): 324-346.
  • 10KOOPMAN B O. Theory of Search, Part 2: Target Detection[J], Operations Research, 1956, 4(5): 503-531.

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