Color Perception. Color, What is It Good For? G Perception October 5, 2009 Maloney. perceptual organization. perceptual organization

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Transcription:

G892223 Perception October 5, 2009 Maloney Color Perception Color What s it good for? Acknowledgments (slides) David Brainard David Heeger perceptual organization perceptual organization 1

signaling ripeness sexual signaling Color what is it good for? improved discrimination, grouping signaling remote sensing of surface properties signaling wickedness? Color Outline Wavelength encoding (trichromacy) Three cone types with different spectral sensitivities Each cone outputs only a single number that depends on how many photons were absorbed If two physically different lights evoke the same responses in the 3 cones then the two lights will look the same (metamers) Explains when two lights will look the same, not what they will look like Color appearance Color opponency: appearance depends on the differences between cone responses (R-G and B-Y) Chromatic adaptation: color appearance also depends on context because the each cone adapts (like light and dark adaptation) to the ambient illumination Color constancy: visual system infers surface color, despite changes in illumination Color, Where does it come from? Image Formation Nassau, K (2001), The physics and chemistry of color, 2 nd Edition New York: Wiley 2

Wavelength and light Electromagnetic spectrum nanometers Spectro-radiometer Spectral power distributions Lens Prism Lens Sunlight Matching light from a TV Photodetector Point source Movable slit Color matching experiment Color matching experiment 1 Lights that are physically different can look the same (metamers) 2 Three primaries are enough to match any test light 3 People behave like linear systems in the color matching experiment 3

Linear systems Color matching: scaling Superposition of light: SPDs add Color matching: additivity Color matching as matrix multiplication Color matching: scaling Color match settings R G B Intensities of the three primary lights Color matching functions r( ) r( ) = g( ) g( ) b( ) b( ) r( ) g( ) b( ) SPD of test light t( ) t( ) t( ) Scaling the input by scales the output by Color match settings R Color matching functions r( ) r( ) r( ) G = g( ) g( ) g( ) B b( ) b( ) b( ) SPD of test light t( ) t( ) t( ) wavelengths: etc 4

Color matching: additivity Adding two the inputs gives the sum of the two outputs Measuring the color matching functions R 1 r() G 1 B 1 = g() b() t 1 () R 1 +R 2 r() G 1 +G 2 = g() B 1 +B 2 b() R 2 r() G 2 B 2 = g() b() t 1 ()+t 2 () t 2 () Color match settings Color matching functions r( ) r( ) r( ) r( ) g( ) = g( ) g( ) g( ) b( ) b( ) b( ) b( ) SPD of test light 1 0 0 monochromatic test light Repeat with monochromatic test lights of each wavelength, always using the same 3 primary lights Standardized color matching functions Physiology of color matching Commission Internationale d Eclairage (CIE) standard set in 1931 using 3 monochromatic primaries at wavelengths of 435nm, 546nm, and 700nm The eye Pigmented cell Rod Slide 1 optic nerve fibers photoreceptors Neural circuitry in the retina Cone pupil cornea lens fovea optic nerve retina Horizontal cell Amacrine cell Bipolar cell Ganglion cell 5

Retina cross-section Photoreceptors: rods and cones photoreceptors bipolar cells ganglion cells axons from ganglion cells Rhodopsin: rod photopigment Bleaching of rhodopsin In the dark Exposure to light Bleached by light 6

Butterfly eye Human cone mosaic Subject JW, temporal Subject JW, nasal 1 degree eccentricity Subject AN, nasal Measuring rod spectral sensitivity (wavelength-dependence of rhodopsin absorption) Rod spectral sensitivity Let s say you have a 500nm light with intensity 10 Can you match it s appearance with a 550nm light? If so, what will be the intensity of the matching light? The principle of univariance Measuring cone photocurrents The response of a photoreceptor is a function of just one variable (namely, the number of photons absorbed) Thus, the response can be identical for: a weak light at the wavelength of peak sensitivity few incident photons, a large fraction of them absorbed a strong light at a wavelength of lower sensitivity many incident photons, a small fraction of them absorbed 7

Cone photocurrent Cone responses are nonlinear (but can be equated by scaling intensity) 500 nm 659 nm Peak response (pa) 500 nm 659 nm Baylor et al Flash photon density (photons per square micron) Cone spectral sensitivities Cone responsivities (and optical filters) predict color matching functions Baylor et al Trichromacy equations Wavelength encoding equation Input SPD Response Cone responsivity t1 L l( ) M m( ) S s( ) t n 8

Metamers revisited Displays and color matching t1 st 1 L l( ) L l( ) M m( ) M m( ) S s( ) S s( ) t t n s n SPDs of two lights Application: Color TV Color display equation Trinitron Conventional tri-dot Color blindness Color blindness Ishihara plate What a red/green colorblind person might see 9

Trichromat Dichromat Color blindness 100 100 Light 1 Response 050 Response 050 000 100 S M L Cone Type 000 100 S M L Cone Type Light 2 Response 050 000 S M L Cone Type Response 050 000 S M L Cone Type normal red/green color blind blue-yellow color blind Dichromats: missing one of the three photopigment/cone types Can match with 2 primaries in the color matching experiment Will accept trichromat s match but trichromat will not always accept dichromats match Color blindness Color matching and trichromacy caveats 1 The 3 primary lights must be linearly independent: normal red/green color blind blue/yellow color blind People with color deficiencies may have difficulty distinguishing certain colors (eg, a red/green color deficiency means that reds and greens are more difficult to distinguish) But as this photo demonstrates, many other colors are just as distinguishable to a person with a color deficiency as to someone with normal color vision 2 For any set of primaries, there are test lights that are out of range such that the primary intensities must be higher than achievable or negative (which is physically impossible) 3 Trichromacy determines when two lights look the same, not what they look like 4 Additive vs subtractive color mixtures Simultaneous color contrast (identical lights look different in a different context) RGB red, green, blue-- used in TVs Additive mixing of light sources CMYK cyan, magenta, yellow, black used in printing Subtractive mixing of absorbing pigments http://wwwbbsonjitedu/documentations/gimpdoc-html/colorhtml 10

Subtractive color mixture: surface reflectance Subtractive color mixture: surface reflectance Light source Light source Eye Eye Subtractive color mixture: surface reflectance Color calculations in matlab Light source Eye 11