Don't forget that "time of year when photo was taken" affects the
results -- snowy scenes taken might beat "photo of a road on a dull
drizzly day, taken only to fill up the Geograph grid", and whilst
there is guidance to not rate the photographer, a good composition
will enhance the view;

As an example; two photographs taken at the same locale, by the same
person, within a few minutes of each other, pointing in different
directions:
http://www.flickr.com/photos/ratarsed/3377071312/
http://www.flickr.com/photos/ratarsed/3376131577/

Both photos have their artistic merits, but in my mind, one is a lot
more scenic than the other -- so how should this affect the ranking of
that area?
(For reference, if I saw these on ScenicOrNot, I'd rate one as a 3,
and the other as an 8)


2009/4/8 Francis Davey <[email protected]>:
> 2009/4/8 Frankie Roberto <[email protected]>:
>>
>> I'd be fascinated to know how a factor analysis works (I tried looking at
>> http://en.wikipedia.org/wiki/Factor_analysis, but it's not the most
>> accessible Wikipedia page).
>
> No, its awful.
>
> I'm using the term a bit generically but its quite simple.
>
> Eg, imagine there are N people who have voted on pictures. Now take an
> N dimensional graph and plot where they rate them all (or how they
> compare them all). Each picture is a point in this N-dimensional
> space.
>
> Now we have an utterly incomprehensible graph which is also hard to
> visualise to those of us who find thinking in more dimensions than we
> have toes difficult.
>
> So, what would be great is to somehow reduce that number of dimensions
> a bit, or even a lot. That amounts to finding a few factors that
> explain most of the data.
>
> How you do this, like much of stats, depends. There are lots and lots
> of algorithms for it. Some are easy - roughly corresponding to
> projecting the N-dimensional space down onto some subspace that's more
> manageable, so all you have to do is find the subspace. But there's no
> reason to assume that everything is linear, so you might do something
> more sophisticated.
>
>>
>> Another alternative might be to force people to make a binary choice between
>> "scenic" and "not scenic", or perhaps a 4 way choice with 2 "very" options.
>> Then you avoid all the indecisive 4-6 responses.
>>
>
> If what you want is a *lot* of data comparisons fast then use
> something like Maxdiff:
>
> http://en.wikipedia.org/wiki/MaxDiff
>
> Show four photos and ask for best and worst. That's still amazingly
> easy (almost as easy as the kittenwar game) and you get a lot more
> ratings done.
>
> But, beware! In this case there's a whole nother issue. So far we have
> been considering:
>
> - finding scenic places on the basis of some mass voting (a million
> people can't be wrong)
> - finding places I'd like (needs a factor analysis or something similar)
>
> But the scenes have location data too. You might want to say here ->
> is an really good place to go because there is a cluster of scenically
> rated photos from there. That requires a whole lot more sophisticated
> analysis again.
>
> However I don't know what the use cases of this data might be, so
> can't comment. I'm not saying Tom et al. are wrong because they know
> what their constraints and aims are which I most emphatically do not.
> What's more they have almost certainly taken the advice of
> statisticians to get this just right, so my rather amateurish
> criticism is meant to be just that, my half pennyworth.
>
> When I get stuck, I tend to go off and talk to a fellow of the royal
> statistical society. It tends to unstick my mind, though I usually
> come away realising how much more problematic everything really is
> 8-).
>
> --
> Francis Davey
>
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