i also think so.... data must be represent in some special form.... i heard
about K-D trees but not yet studied about it....

On Fri, Jan 6, 2012 at 12:26 PM, Lucifer <sourabhd2...@gmail.com> wrote:

> @all..
> To decide which points are within the range R, we need to look a each
> point..Hence the lower bound would be O(N)..
>
> Now, for doing it in < O(N) we need to have the input being given in a
> particular order, basically the datastructure which stores the graph
> projects some releationship b/w all the points..
>
> @utkarsh..
> Say, the graph is represented as an adjancency matrix or list with
> edges showing the connection and weights defined the distance b/w the
> points...and assuming that this datastructure is given to u.. then its
> as good as applying dijikstra's to find the shortest path from A to
> all other vertices... and check which shortest paths are smaller than
> R...
>
> Basically it all depends on how the data is being represented..
>
> @dabbcomputer
> Correct me if i m wrong..
>
> On Jan 6, 11:48 am, shady <sinv...@gmail.com> wrote:
> > how will one come to know which points are cut-out from the circle ?
> > i fail to understand how can it be less than O(n) unless you store the
> > given N points in a data structure ... where preprocessing itself
> involves
> > O(N)...
>
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