4remembrance.blogspot.com

Retrospects

In order not to forget. Longest Text Producible in Editor. View my complete profile. Thursday, January 10, 2013. Longest Text Producible in Editor. I saw an unsolved problem at http:/ intearview.com:. You are provided with four possible operations that can be done on the editor(each operation requires 1 keyboard hit). Now you can hit the keyboard N times and you need to find the maximum number of A's that can be printed. Also print the sequence of keyboard hits. C(n) = max(1 C(n-1), max {i}( i 1) times C...

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In order not to forget. Longest Text Producible in Editor. View my complete profile. Thursday, January 10, 2013. Longest Text Producible in Editor. I saw an unsolved problem at http:/ intearview.com:. You are provided with four possible operations that can be done on the editor(each operation requires 1 keyboard hit). Now you can hit the keyboard N times and you need to find the maximum number of A's that can be printed. Also print the sequence of keyboard hits. C(n) = max(1 C(n-1), max {i}( i 1) times C...

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1 retrospects

2 blog archive

3 about me

4 xiang

5 problem

6 ctrl a

7 ctrl c

8 ctrl v

9 algorithm

10 code

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Retrospects | 4remembrance.blogspot.com Reviews

https://4remembrance.blogspot.com

In order not to forget. Longest Text Producible in Editor. View my complete profile. Thursday, January 10, 2013. Longest Text Producible in Editor. I saw an unsolved problem at http:/ intearview.com:. You are provided with four possible operations that can be done on the editor(each operation requires 1 keyboard hit). Now you can hit the keyboard N times and you need to find the maximum number of A's that can be printed. Also print the sequence of keyboard hits. C(n) = max(1 C(n-1), max {i}( i 1) times C...

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4remembrance.blogspot.com

1

Retrospects: Triangle in Undirected Graph

http://4remembrance.blogspot.com/2012/11/triangle-in-undirected-graph.html

In order not to forget. Triangle in Undirected Graph. View my complete profile. Friday, November 23, 2012. Triangle in Undirected Graph. Given an undirected graph, design a O(V*E) algorithm to detect whether there is a triangle in the graph or not. Sort all the adjacency lists. For each two pair of vertices. Intersects the edges to find common end points. Meanwhile check whether the pair is an edge. Subscribe to: Post Comments (Atom).

2

Retrospects: Longest Text Producible in Editor

http://4remembrance.blogspot.com/2013/01/longest-text-producible-in-editor.html

In order not to forget. Longest Text Producible in Editor. View my complete profile. Thursday, January 10, 2013. Longest Text Producible in Editor. I saw an unsolved problem at http:/ intearview.com:. You are provided with four possible operations that can be done on the editor(each operation requires 1 keyboard hit). Now you can hit the keyboard N times and you need to find the maximum number of A's that can be printed. Also print the sequence of keyboard hits. C(n) = max(1 C(n-1), max {i}( i 1) times C...

3

Retrospects: January 2007

http://4remembrance.blogspot.com/2007_01_01_archive.html

In order not to forget. A Typical Anti-pattern of using SAX. View my complete profile. Monday, January 22, 2007. A Typical Anti-pattern of using SAX. Recently I just encountered a small problem with parsing XML documents with SAX. As is well known, the handler interface in SAX has three major call-backs for elements, namely startElement. In the specification of SAX 2.0, it is stated that implementations of parsers are not. Subscribe to: Posts (Atom).

4

Retrospects: January 2013

http://4remembrance.blogspot.com/2013_01_01_archive.html

In order not to forget. Longest Text Producible in Editor. View my complete profile. Thursday, January 10, 2013. Longest Text Producible in Editor. I saw an unsolved problem at http:/ intearview.com:. You are provided with four possible operations that can be done on the editor(each operation requires 1 keyboard hit). Now you can hit the keyboard N times and you need to find the maximum number of A's that can be printed. Also print the sequence of keyboard hits. C(n) = max(1 C(n-1), max {i}( i 1) times C...

5

Retrospects: Fast Exponentiation

http://4remembrance.blogspot.com/2012/11/fast-exponentiation.html

In order not to forget. Triangle in Undirected Graph. View my complete profile. Wednesday, November 28, 2012. Computing the power of a number is quite common. A simple form appears frequently in coding interviews is to compute the power of integers. Problem: given two integers n and k, compute the number ( n k ). One well-known algorithm is to perform exponentiation by repeated squaring. I saw the following pseudo code in Udi Manber's book:. Double power(int n, int k) { if (n = 0 & k. One application of ...

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Thursday, January 7, 2010. Had her first ever ballet lesson this morning. At just 20 months, she was such a little grown-up, taking her teacher's hand and following her into class. (All the moms were to wait outside the room. They do appease us with one of those little viewing windows. You know the kind were they can see you, but you can't see them? At first, Maeve's. Expressions told me she was a little apprehensive, but before too long she was all smiles, doing 'ballet marches,' port de. Jackson's pres...

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Retrospects

In order not to forget. Longest Text Producible in Editor. View my complete profile. Thursday, January 10, 2013. Longest Text Producible in Editor. I saw an unsolved problem at http:/ intearview.com:. You are provided with four possible operations that can be done on the editor(each operation requires 1 keyboard hit). Now you can hit the keyboard N times and you need to find the maximum number of A's that can be printed. Also print the sequence of keyboard hits. C(n) = max(1 C(n-1), max {i}( i 1) times C...

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