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分治法求众数

  • Category : Data structs
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  • Update : 2018-01-04
  • Size : 240kb
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  • Author :九****
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Introduction - If you have any usage issues, please Google them yourself
Given a multiple set of S with n elements, the number of times each element appears in the S is called the weight of the element. The element with the largest number of weights in a multiple set S is called Mode. For example, S={1, 2, 2, 2, 3, 5}. Multiple sets of S mode is 2, the number is 3. A lot of methods for the plural, you are requested to use algorithms to try, and analyze its efficiency. Programming tasks: for a natural number n consists of multiple sets of a given S, the algorithm calculates the number of programming mode and the weight of S.
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分治法求众数\bin\Debug\分治法求众数.exe 1057934 2017-12-01
分治法求众数\bin\Debug\分治法求众数.opt 43520 2017-12-01
分治法求众数\main.cpp 2595 2017-12-01
分治法求众数\obj\Debug\main.o 12227 2017-12-01
分治法求众数\分治法求众数.cbp 1089 2017-12-01
分治法求众数\分治法求众数.depend 131 2017-12-01
分治法求众数\分治法求众数.layout 356 2017-12-01
分治法求众数\bin\Debug 0 2017-12-01
分治法求众数\obj\Debug 0 2017-12-01
分治法求众数\bin 0 2017-12-01
分治法求众数\obj 0 2017-12-01
分治法求众数 0 2017-12-01
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