The limits of "computational photography"
1–10 of 223 posts
Re: The limits of "computational photography"
#2Re: The limits of "computational photography"
#3*Looks up pigeonhole principle*: https://en.wikipedia.org/wiki/Pigeonhole_principle
> If 5 pigeons occupy 4 holes, then there must be some hole with at least 2 pigeons.
This is so obvious.
> This seemingly obvious statement, a type of counting argument, can be used to demonstrate possibly unexpected results. For example, given that the population of London is greater than the maximum number of hairs that can be present on a human's head, then the pigeonhole principle requires that there must be at least two people in London who have the same number of hairs on their heads.
Oh...
Re: The limits of "computational photography"
#4Re: The limits of "computational photography"
#5> Ultimately, we are still beholden to the pigeonhole principle, and we cannot create information out of thin air. *Looks up pigeonhole principle*: https://en.wikipedia.org/wiki/Pigeonhole_principle > If 5 pigeons occupy 4 holes, then there must be some hole with at least 2 pigeons. This is so obvious. > This seemingly obvious statement, a type of counting argument, can be used to demonstrate possibly unexpected resu…
Re: The limits of "computational photography"
#6How far can a noise reduction algorithm go? Can we use a white painted wall as a mirror?
Re: The limits of "computational photography"
#7This article mystified me until I realized it was Computational Photography not Philosophy .
The word “simply” is doing a lot of work in that last sentence, I’m sure!
https://plato.stanford.edu/entries/computational-philosophy/
(BTW, I just posted same to front page, if the subject interests you & we’re lucky, it’ll generate some discussion)
Re: The limits of "computational photography"
#8So it's an edge case fail for the noise reduction alg. How far can a noise reduction algorithm go? Can we use a white painted wall as a mirror?
Re: The limits of "computational photography"
#9Re: The limits of "computational photography"
#10So it's an edge case fail for the noise reduction alg. How far can a noise reduction algorithm go? Can we use a white painted wall as a mirror?
I don't think we're that point yet, but there's some amazing work on deconvolution for seeing around corners.