[algogeeks] Re: Sorting algorithms

2006-06-08 Thread Mattia Merzi
On 6/8/06, Sriram narasimhan [EMAIL PROTECTED] wrote: hi ankur, Thanks for sending me the link but the greedy algorthms are not opening...wat should i do now... maybe you should try to understand why ... Greetings. Mattia Merzi.

[algogeeks] Re: doubt

2006-06-08 Thread Arunachalam
1. Yes 2. Inorder Predecessor of a node(A) is the node(B) which appears before this node(A) in the inorder traversal. If the current node has left child thenthe left childis the inorder predecessor. If it does not have the left child traverse the parent(Y) until theparent node(Y) is the right

[algogeeks] Re: doubt

2006-06-08 Thread Vijendra Singh
I think its the right most element of the left sub-tree and not the left child itself, if the node has a left child.and if it doesn't have a left child then travers up towards the root. the first node x you hit which is the right child of its parent, then parent(x) is the answer. and I agree with

[algogeeks] Re: doubt

2006-06-08 Thread Googmeister
Sriram narasimhan wrote: hi everyone, 1.Can topological sorting be stated as an application of depth first search(DFS)... Yes. If you perform DFS on a DAG and consider the vertices in reverse postorder, this is a topological order.

[algogeeks] Re: Call For Participation: WORLDCOMP'06 (Computer Science Computer Engineering), June 26-29, 2006, Las Vegas, US

2006-06-08 Thread Sriram narasimhan
Dear sir, I m Sriram doing my first year ENGG at Hindustan college of Engg,chennai,India. Actually im interested in attending the WORLDCOMP'06 but due to the semester examinations i would not be attending the programme.Thanks a lot for your invitation.I look forward to attend the seminars next

[algogeeks] Looking for a comparative shopping agent algorithm that takes shipping into account

2006-06-08 Thread Joshua
The genesis for the idea began with the site CardShark [1], which allows private sellers to sell cards for collectible card games. At this site, if you buy 1 - 3 cards from a single seller, it costs you $1.30 in shipping. 4 - 7 cards costs you $1.60, and each additional fraction of 8 cards