19.02.2013 Views

j *@ - Sociedade Brasileira de Psicologia

j *@ - Sociedade Brasileira de Psicologia

j *@ - Sociedade Brasileira de Psicologia

SHOW MORE
SHOW LESS

Create successful ePaper yourself

Turn your PDF publications into a flip-book with our unique Google optimized e-Paper software.

124<br />

l . . . ' . 1 .' d .<br />

and a brightness sY' e-Diferencejudgments and ratiojudm entswithout'specialhstructions<br />

are explained as <strong>de</strong>rived directly from opponent color coding systems as cell excitations.<br />

It is not necessary to explain them as being related to sensations. The results of<br />

multidimensional scaling of ratio judgments <strong>de</strong>mnd on the instnzctions given to the<br />

probands. The 5-7 dimensions <strong>de</strong>rived by Ekmu (1914) and Kuehn (1976) are interpretable<br />

as lmique colorsjudged as ratios of the nmounts visible in color sensations.<br />

3. Phenomenolor of color Rnsations<br />

'<br />

1 . ln all color sensations six different unique colors are clearly visible in<br />

diferent proportions: bhck, White, red peen, blue, yelow (Hering, 1905). The pro-<br />

.<br />

.<br />

,<br />

portions of unique colors are easily judged even by :x naive y subjects wit j an . accmacy<br />

of 5% (Hard, 1966). 2. Red/green anà blue/yelow are opponent colors, i.ek they do<br />

not appear 7 at the same time (Herbing, 1905). 3. The lightnes 'of a color sensation is<br />

related to the amounts of chromntic ' unique co 1 ors and<br />

achromntic unique colors black<br />

and white. 4. Color sensations are always spatial, i-e. have a size and a location in the<br />

three dimensional geometric space (Hering, 1905).<br />

ihe problem is to exphin the properties of spatial color sensations from<br />

opponeni color codind and spatial codirlg. An explanation of the phenomena 'by<br />

calculating the one dimensional plameters hue, saturation, and brightness from thç<br />

' ' ' '<br />

excitations of an opponent color coding systems wottld<br />

heed ' lazge neural networks<br />

'<br />

.<br />

' ' .'<br />

for each spatial point to perform the necessary calculations-n e whole phenomenolor<br />

e-qn be expbined by the folowing (color state) hypothesis: each opponent color<br />

coding system presents 'the informntion about the relative amount of unique colors<br />

(red/greeri, blue/yelow and black/white) present in a spatial point. The physical<br />

states corresponding to the unique colors are controlled by the color coding syitem.<br />

since the physical states fulftl the sanie çalfebrk' as the psychological states<br />

measured in the psychophysical experlment they glould be i<strong>de</strong>ntiluble as physiz<br />

objeds. Fyom the tmlqùe color states (com/onents o? sensations), the perceptlml<br />

P arameters hul, saturation and brightness can Easily be <strong>de</strong>rived as iuptients of tie<br />

,<br />

nmounts of colored/white states arid colored/colored states.<br />

4. Saling of color Knsations in humnnm<br />

Ekman (1954) instru<strong>de</strong>d mobands to repo yy the content o : jmj qu;<br />

xjoa s<br />

the seen color às ratios and extracted five dilensions whiqh are interpreted às lmque<br />

colors visible in tlie color sensation calsed by the stimuli. The color attributes hues<br />

' '<br />

'<br />

.<br />

. ' '<br />

.<br />

. .<br />

.<br />

'<br />

saturaion and brightàess aie simjly related to the proportions of uniqize colors. Tie<br />

natural coloi system is based oh ratio judg'ments witli resject to the amount of unique<br />

colors visible in thè c8lor sensbtions tHerik, 1905; éard, 1966).

Hooray! Your file is uploaded and ready to be published.

Saved successfully!

Ooh no, something went wrong!