A newcomer to photography - this scientific approach is exactly the right approach for me. Thank you Mark, Google and Stamford for your generosity in making such excellent material publicly available.
sSin lugar a dudas uno de los mejores videos de fotografía, este el tercero que miro de la serie, gracias por compartirlo para todos, felizmente ahora CZcams te permite traducir a cualquier idioma sin necesidad de saber inglés o cualquier otro idioma, saludos desde Perú.
Great lecture. Unfortunately I am not well versed in the optical mathematics and he doesn't go in depth as much as I'd like. If anyone has any recommendations for readings that would illuminate this that'd be fantastic.
It is for developers. Better cameras will be made out of these lectures, hence, better results for photographers. Also, a photographer might benefit of knowing why a phenomenon will happen in their photo and prevent or enhance it.
A parabolic *mirror* will converge parallel rays to a single focal point, which is of course on the same side of the mirror as the incoming rays. For a lens rather than a mirror, where the focal point is on the opposite side of the lens from the incoming rays, the comparable shape is a hyperbolic lens. Both solutions fall out of the geometry of conics.
A newcomer to photography - this scientific approach is exactly the right approach for me. Thank you Mark, Google and Stamford for your generosity in making such excellent material publicly available.
These lectures are real quality. Thank you Marc for making them avalaible
Great course. Stop refreshing compared to the regular "this is how it is so just do it " approach to photography. Also, Florian is clutch.
thanks for this... the world could do with more free courses! Knowledge for everyone!
sSin lugar a dudas uno de los mejores videos de fotografía, este el tercero que miro de la serie, gracias por compartirlo para todos, felizmente ahora CZcams te permite traducir a cualquier idioma sin necesidad de saber inglés o cualquier otro idioma, saludos desde Perú.
you know it's a good photography course because it actually deals with real physics
Pure content related to reality
Great lecture. Unfortunately I am not well versed in the optical mathematics and he doesn't go in depth as much as I'd like. If anyone has any recommendations for readings that would illuminate this that'd be fantastic.
Go to Harvard photography lectures on youtube.
Thank you very much Sir
When we use a Close-up filter do we lose on f No of the lens? if yes how much?
Sound could be better :-/ Good info anyway
These lectures are very informative and I find them even fun but I wonder how learning this could improve the results of a photographer.
It is for developers. Better cameras will be made out of these lectures, hence, better results for photographers. Also, a photographer might benefit of knowing why a phenomenon will happen in their photo and prevent or enhance it.
Mr Levoy in Math angle mostly Greece words like alpha, beta ... very much confusing angle i and complex no. Thank you I lean a lot.
Isn't it parabolic lenses that converge parallel rays to a single focal point?
A parabolic *mirror* will converge parallel rays to a single focal point, which is of course on the same side of the mirror as the incoming rays. For a lens rather than a mirror, where the focal point is on the opposite side of the lens from the incoming rays, the comparable shape is a hyperbolic lens. Both solutions fall out of the geometry of conics.
AMAZING, thanks a lot
Thanks unto L4....
por favor subtitulos, gracias