'Opt 2' diaporamas de présentation

STRING LINES(750)

STRING LINES(750). STRING ONE. INTEGER X. INTEGER K. INTEGER Z. INTEGER S. INTEGER C. INTEGER ynor. INTEGER xnor. STRING writer(750). INTEGER WHO. STRING addkeys. INTEGER posi. STRING OPT(15). STRING HL.

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15-251

15-251. Great Theoretical Ideas in Computer Science. Approximation and Online Algorithms. Lecture 28 (April 28, 2009). In the previous lecture, we saw two problem classes: P and NP. The Class P. We say a set L ? ? * is in P if there is a program A and a polynomial p( ).

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Midterm: week 7 in the lecture for 2 hours

Midterm: week 7 in the lecture for 2 hours. Recursive Algorithm: Compute-Opt(j) if j=0 then return 0 else return max {v j +Compute-Opt(p(j)), Compute-Opt(j-1)} Running time: > 2 n/2 . (not required). Index. v 1 =2. p(1)=0. 1. v 2 =4. p(2)=0. 2. v 3 =4.

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Lecture 34

Lecture 34. CSE 331 Nov 26, 2018. Mini project video has been graded. Incentive to fill in course evals. End of Semester blues. Can only do one thing at any day: what is the optimal schedule to obtain maximum value?. Write up a term paper. (10). Party!. (2). Exam study. (5). 331 HW.

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CSE 421 Algorithms

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Srikanth Vadada Kishan Kumar B P Fall 2010 - CSE 5311

Solving Travelling Salesman Problem for Metric Graphs using MST Heuristic. Srikanth Vadada Kishan Kumar B P Fall 2010 - CSE 5311. Presentation Outline. TSP Problem Overview TSP Approximation Algorithms Project Modules Project Demo. TSP Problem Overview. TSP is a Graph Problem

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Offline Discussion Minutes of SLS Calibration

Offline Discussion Minutes of SLS Calibration. Date: 2014-11-06. Authors:. Though basic SLS evaluation methodology has been formally described, there are still many issues not clearly defined.

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Offline Discussion Minutes of SLS Calibration

Offline Discussion Minutes of SLS Calibration. Date: 2014-11-06. Authors:. Though basic SLS evaluation methodology has been formally described, there are still many issues not clearly defined.

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For more information please send email to uirmak@cis.poly or suel@poly .

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