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??? Dynamic Programming ??

??? Dynamic Programming ??. ?????? ??????. 4. 1 Introduction. Fibonacci number F ( n ). 1 if n = 0 or 1 F ( n -1) + F ( n -2) if n > 1. F ( n ) =. Pseudo code for the recursive algorithm: F ( n ) 1 if n =0 or n =1 then return 1 2 else return F ( n -1) + F ( n -2).

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COSC 3101A - Design and Analysis of Algorithms 7

COSC 3101A - Design and Analysis of Algorithms 7. Dynamic Programming Assembly-Line Scheduling Matrix-Chain Multiplication Elements of DP. Many of these slides are taken from Monica Nicolescu, Univ. of Nevada, Reno, monica@cs.unr.edu. Dynamic Programming.

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Choosing line 1 - PowerPoint PPT Presentation

??? Dynamic Programming ??

COSC 3101A - Design and Analysis of Algorithms 7