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Programming Puzzles

Some solutions of programming puzzles on online judges and programming contests

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Programming Puzzles | ppuz.blogspot.com Reviews
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Some solutions of programming puzzles on online judges and programming contests
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1 programming puzzles
2 spoj mkpairs
3 for more details
4 posted by duc
5 2 comments
6 09;spush p i
7 implementation
8 0 comments
9 spoj paldr solved
10 paldr solved
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programming puzzles,spoj mkpairs,for more details,posted by duc,2 comments,09;spush p i,implementation,0 comments,spoj paldr solved,paldr solved,h=31*h s j ;,hr=hr p*s j ;,cont=true;,i=j 1;,break;,1 comments,spoj mystic,we have,spoj vpalin,return h;,task
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Programming Puzzles | ppuz.blogspot.com Reviews

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Some solutions of programming puzzles on online judges and programming contests

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1

Programming Puzzles: [SPOJ] Bookcase

http://ppuz.blogspot.com/2009/10/spoj-bookcase.html

Some solutions of programming puzzles on online judges and programming contests. Saturday, October 31, 2009. Observe that: one of the maximum height is the largest height among all books. There are 3 book cases, let H1 H2 H3 be the maximum height of a book on case 1, 2, 3. WLOG, we always put the book with largest height on case 3. Let W1 be the width of case 1, W2 be the width of case 2. The width of case 3 = totalWidth - W1 - W2. This can be computed by DP:. The 2D case is similar: F[i][w1][w2]. Codefo...

2

Programming Puzzles: [SPOJ] MKPAIRS

http://ppuz.blogspot.com/2009/11/spoj-mkpairs.html

Some solutions of programming puzzles on online judges and programming contests. Sunday, November 1, 2009. This task is an application of the y-intercept optimization problem in the previous post. From an initial $O(n 3)$ DP algorithm, we could speed up to $O(n 2logn)$, which still got TLE on SPOJ. Since for each hull, all the query slopes are decreasing, we could speed up the algorithm further to $O(n 2)$. See the USACO analysis. May 10, 2010 at 9:37 AM. I am not getting how to implement kongs theorem.

3

Programming Puzzles: [SPOJ] MYSTIC

http://ppuz.blogspot.com/2009/11/spoj-mystic.html

Some solutions of programming puzzles on online judges and programming contests. Saturday, October 31, 2009. Let N be the number of types. We have S trials and N types. N must occur $u geq need[N]$ times in the sequence of trials. Removing these occurrences of N, we obtain a subproblem with S-u trials and N-1 types. This lead us to the following DP solution:. Let C(S,T) be the number of outcomes to satisfy the first S types when we have T trials. We have:. Let $F(S,T) = frac{C(S,T)}{N T}$. Of course, we ...

4

Programming Puzzles: The y-intercept optimization problem

http://ppuz.blogspot.com/2009/11/y-intercept-optimization-problem.html

Some solutions of programming puzzles on online judges and programming contests. Sunday, November 1, 2009. The y-intercept optimization problem. Given a set of pairs $(x 1, y 1), ., (x k, y k)$, and a number $a$, how do we find: $min {ax i y i } $. This problem can be viewed geometrically as the following. Consider $(x 1, y 1), ., (x k, y k)$ as points on the plane. For a given $a$, the line equation of the line passing through $(x i, y i)$ with slope $-a$ is:. Y = a(x i-x) y i$. To keep track of the low...

5

Programming Puzzles: [SPOJ] PALDR (Solved)

http://ppuz.blogspot.com/2009/11/spoj-paldr-solved.html

Some solutions of programming puzzles on online judges and programming contests. Saturday, October 31, 2009. Same algorithm but replaced palindromic checking by hashing (use int64 hash range):. For (int j=i; j n; j) {. If ( j-i)%2= 1 & h= hR) {. July 19, 2012 at 1:42 PM. Thanks and nice blog. Subscribe to: Post Comments (Atom). Welcome to Programming Puzzles corner. This blog contains solutions and discussion of some programming puzzles from contests and online judges. SPOJ] MTREECOL - Color A Tree.

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Programming Puzzles

Some solutions of programming puzzles on online judges and programming contests. Sunday, November 1, 2009. This task is an application of the y-intercept optimization problem in the previous post. From an initial $O(n 3)$ DP algorithm, we could speed up to $O(n 2logn)$, which still got TLE on SPOJ. Since for each hull, all the query slopes are decreasing, we could speed up the algorithm further to $O(n 2)$. See the USACO analysis. The y-intercept optimization problem. Y = a(x i-x) y i$. If we need to que...

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