Design and Analysis of Algorithms

This is an exercise from my Informatics course: Create an algorithm which finds if the minimum of two

w is finally 1+2+4+...=Θ(n) On Dec 12, 3:35 am, "Crystal A." <jasminerosa...@gmail.com

So what exactly in magic squares? Anyone got that concentric magic square thing out? Kris On Sun, Dec

Nice link kris On Fri, Dec 17, 2010 at 11:32 AM, kris manohar <justkri...@gmail.com> wrote

Cool. Will be there in about an hour. Thanks Sent from my BlackBerry® wireless device available from

ohhh well that was easy...sigh.. kris 2010/12/16 Kyle E. deFreitas <kyle.e.d...@gmail.com>

Hey All, This link was super helpful in understanding the KMP code. http://www.topcoder.com/tc?module

Hey All, Was working some of the questions from the complied google doc and found this handout was

I've shared Past Exam Questions by Topic Message from akash.h...@gmail.com: This list of

Here is my version of the Matrix Chain program written in Java. Because Java arrays are indexed from

hi, sorry please ignore :) From: anei...@live.com To: design-and-analysis-of-algorithms@

I've shared Matrix Multiplication - walkthru Message from irwin.w...@gmail.com: Aye, how do

Revised List: Dynamic Programming + Memoization Triangle Problem Knapsack Stamps Longest Common

lol http://mathworld.wolfram.com/MagicSquare.html my apologies....at least I know people here still I

oh that was so simple I'm ashamed I couldn't figure it out thanks On 26 November 2010 11:47,

Does anyone have test data for stamps regards -- Kyle deFreitas St Vincent and the Grenadines Contact

Not sure if this will be useful for anyone at the moment regards -- Kyle deFreitas St Vincent and the

Intersting I agree On Sat, Nov 20, 2010 at 8:43 PM, Irwin Williams <irwin.w...@gmail.com>

I believe its the following week. But I'm subject to correction. We should start full preparation

Did anyone attempt the magic numbers I tried it to ease some of my frustration from the assignment.

Hey all, Found this, hope it helps. Regards, Jason Dyer On Sat, Nov 13, 2010 at 1:04 AM, Kyle E.

yeah, I goin to add everyone here as authors. On Fri, Nov 12, 2010 at 8:45 AM, Vincent Ramdhanie <

Irwin, I updated the answer with your modifications. Thanks Vincent On Wed, Nov 10, 2010 at 2:14 PM,

I have one that I have been trying for a while Prove that logn! is O(nlong) and omega(nlogn) the O(

These are some questions and answers I had started compiling: (and attached are more exams/solutions

I was given some information today So I apologise for the closeness to exams Hope it proves

I think your looking for an explicit step that says "go back" but I not sure what anyone

word On Tue, Nov 9, 2010 at 8:35 PM, Kyle E. deFreitas <kyle.e.d...@gmail.com> wrote: Its

http://www.eng.unt.edu/ian/books/free/license.html This book has: - great chapter on Recurrence

Hey, Was checking out some things and came across this which is related to the question of zero. http