There are three possibilities:
Case1: Left end
P--
Q--
Case2: Right end
P--
Q--
Case3: At mid position
P-
A--
My question is how far my data falls on the all the three cases. Is it
biased towards case1 or case2 or case3. I have to consider the length of Q
in the data. Example: start2-start1 =2 and end2-end1 = 3 does not make much
difference if length of Q is 15.
I do not hypothesize, i want to know how my data goes on.
Thanks and regards
On Thu, Jul 1, 2010 at 4:05 PM, Jonathan Christensen wrote:
> Hi,
>
> You need to define what you want more exactly--what are the possible
> conclusions (hypotheses) you want to reach? Based on what you've said, I can
> think of several different approaches you might want, but I'm not sure which
> one of them you're actually after. For example:
>
> Hypothesis A: The distance between the left endpoints of P and Q is less
> than (or equal to) the distance between the right endpoints.
> Hypothesis B: The distance between the right endpoints is smaller.
>
> This is a simple binomial test, as David Winsemius suggested. In your most
> recent email, though, it sounds like you want to take into account how much
> smaller one distance is than the other. This is more complicated.
>
> Another option occurred to me: maybe you don't care which end P is close
> to, you just want to know whether it's close to one of the ends, or
> somewhere in the middle.
>
> Without knowing what exactly you are trying to test, it's very hard for us
> to help you.
>
> Jonathan
>
>
> On Thu, Jul 1, 2010 at 7:45 AM, ravikumar sukumar <
> ravikumarsuku...@gmail.com> wrote:
>
>> Sorry for posting to the R list.
>>
>> P Q
>> 12, 28 10, 42
>> 2, 5 1, 55
>> 32, 50 22, 63
>> . there are 1 points of P and Q.
>> The number of points of P and Q are equal (i,e 1).
>>
>> The interval P always overlaps with Q. i,e start1>
>> mere calculating whether points have this condition will not be
>> significant start1> length(end1-start1) and Q ie length(end2-start1) differs.
>>
>> Example
>> Case A:
>>
>>
>> Case B:
>> start2 - start1 =100
>> end2-end1 = 2
>>
>> In the above two cases, P is falling on the right end of Q in case B. But
>> it
>> depends on the length(end2-start2). If the length(end2-start2) =15000 in
>> case of B, then it is almost on the middle point.
>>
>> Is there any test or function in R to bring a statistically
>> significant conclusion that midpoint of P or P itself is falling on the
>> left
>> end or right end of Q.
>>
>> sorry once again for posting in this list.
>>
>> Regards
>>
>>[[alternative HTML version deleted]]
>>
>> __
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>>
>
>
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