中国数学建模-编程交流-分治算法_2(Chinese mathematical modeling - Programming exchange - divide and conquer algorithm _2).docVIP
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中国数学建模-编程交流-分治算法_2(Chinese mathematical modeling - Programming exchange - divide and conquer algorithm _2)
中国数学建模-编程交流-分治算法_2(Chinese mathematical modeling - Programming exchange - divide and conquer algorithm _2)
Chinese mathematical modeling - programming communication - divide and conquer algorithm, send text messages
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Chinese mathematical modeling, academic area, programming, communication, divide and conquer algorithm
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* topic: divide and conquer algorithm
B
Class: professional swordsman
Article: 470
Points: 956
Faction: the matrix
Registration: 2003-8-28
Eleventh floor
Other information
Please refer to the following article:
Recursive technique
Greedy
dynamic programming
Divide and conquer problem set
Plot (100+t+15*cos (3.05*t), t=0..200, coords=polar, axes=none, scaling=constrained);
2004-5-28 16:07:51
B
Class: professional swordsman
Article: 470
Points: 956
Faction: the matrix
Registration: 2003-8-28
Twelfth floor
Two point search method, Binary, Search
In the operation of a linear table, it is often necessary to find the location of an element in a linear table. The problems are a complete set of input elements x and linear form L, the output for the x position at L or X in L information.
The more natural idea is to scan all the elements of L one by one until you find X. This method requires a n comparison of the linear table with n elements in the worst case. In general, if there is no additional information, finding an element in a linear table with n elements requires a n comparison at worst.
Lets consider a simple case. Assuming that the linear table already sorted, it
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