<?xml version="1.0"?>
<!DOCTYPE html    PUBLIC "-//W3C//DTD XHTML 1.1 plus MathML 2.0//EN"
           "http://www.w3.org/Math/DTD/mathml2/xhtml-math11-f.dtd">
<html xmlns="http://www.w3.org/1999/xhtml">
<head>
<meta name="GENERATOR" content="TtM 3.72" />
 <style type="text/css">
 div.p { margin-top: 7pt; }
 span.roman {font-family: serif; font-style: normal; font-weight: normal;} 
</style>


<title> Color </title>
</head>
<body>
 
<h1 align="center">Color<a href="#tthFtNtAAB" name="tthFrefAAB">
<math xmlns="http://www.w3.org/1998/Math/MathML">
<mrow>
<msup><mrow></mrow><mrow><mn>1</mn></mrow>
</msup>
</mrow></math></a> </h1>

<h3 align="center">Jonathan Cohen<a href="#tthFtNtAAC" name="tthFrefAAC">
<math xmlns="http://www.w3.org/1998/Math/MathML">
<mrow>
<msup><mrow></mrow><mrow><mn>2</mn></mrow>
</msup>
</mrow></math></a> </h3>

<h3 align="center"> </h3>
  <h2><a name="tth_sEc1">
1</a>&nbsp;&nbsp;Color Ontology and Its Significance</h2>
Questions about the ontology of color matter because colors matter.
Colors are (or, at least, appear to be) extremely pervasive and
salient features of the world.
Moreover, people care about the distribution of these features: they
expend money and effort to paint their houses, cars, and other
possessions, and their clear preference for polychromatic over
monochromatic televisions and computer monitors have consigned 
monochromatic models to the status of rare antiques.
The apparent ubiquity of colors and their importance to our lives
makes them a ripe target for ontological questions such as the
following:

<ul>
<li> What is the nature of colors?
<div class="p"><!----></div>
</li>

<li> Are they, as they seem to be, properties of objects?
<div class="p"><!----></div>
</li>

<li> Or are they, as many have claimed, illusory inexistents
  erroneously projected onto objects by our minds?
<div class="p"><!----></div>
</li>
</ul>

<div class="p"><!----></div>
Such questions can seem even more pressing in light of the difficulty
of locating colors within our best fundamental theories of the
furniture of the world.
These theories include properties like <em>mass</em>, <em>charge</em>,
and <em>spin up</em> in their inventories, but they seem not to mention
properties like <em>red</em> and <em>blue</em> at all.
This fact has led some to conclude that there are no colors after all.
But it has led others to the conclusion that the inventories of our
best fundamental physical theories don't exhaust the properties of the
world.
Indeed, this line of thought has even led some to hope that reflection
on the nature of color might provide lessons about how to reconcile
our best physical theories with other kinds of properties that don't
appear in physical inventories, such as <em>value</em>, <em>moral
  goodness</em>, <em>beauty</em> [,see]Book III, Part i,
sec. I]Hume:1739.
Thus, reflection on colors also leads to these questions:

<ul>
<li> What is the relationship of colors to the properties recognized
  by our best physical theories?
<div class="p"><!----></div>
</li>

<li> What is the relationship of colors to properties apparently
  <em>not</em> recognized (<em>per se</em>) by our best physical theories,
  but which many philosophers have wanted to admit into their
  ontologies?
<div class="p"><!----></div>
</li>
</ul>

<div class="p"><!----></div>
Importantly, when they are asked about colors, these ontological
questions are directed on a domain that has been the object of
longstanding scientific research which can itself be drawn upon in
providing philosophical answers.
Indeed, many of the great historical philosophers writing on these
matters - e.g., Aristotle, Galileo, Locke - have explicitly drawn
on the best contemporary color science to provide constraints
on their ontological theorizing.
While this interplay between color ontology and color science may have
been less robust during much of the 20th century, it is once again the
rule rather than the exception that writings on color ontology make
extensive and crucial use of empirical results in color science.
This fact has a special importance in light of the aforementioned
possible analogies between colors and other properties not listed in
inventories of the physical.
For while several of the ontological questions listed above could be
asked about properties other than colors (e.g., with respect to
aesthetic or moral properties), many have thought that they can be
pursued more fruitfully (at least for now) with respect to color
precisely because there is, in that domain, a vast body of empirical
results that can constrain philosophical inquiry.
If so, then, even philosophers whose main interests lie in aesthetics
and metaethics, for example, have a stake in matters of color
ontology.

<div class="p"><!----></div>
 <h2><a name="tth_sEc2">
2</a>&nbsp;&nbsp;Theories of Color</h2>
In this section I'll describe critically some of the most popular
views about the nature of color.
This discussion is not meant to be exhaustive, but only to present
some of the most popular views in current philosophical discussion,
and to lay out some of the most important advantages and disadvantages
of these views.

<div class="p"><!----></div>
     <h3><a name="tth_sEc2.1">
2.1</a>&nbsp;&nbsp;Eliminativism</h3>
<a name="eliminativism">
</a>
Color eliminativists believe that, strictly speaking, nothing in the
actual world is colored: ripe lemons are not yellow, traffic
stoplights are not red, and so on.
Of course, eliminativists allow that these objects are perceptually
represented as bearing colors: ripe lemons <em>look</em> yellow, traffic
stoplights <em>look</em> red, and the like.
It is just that, in their view, these perceptual representations are
erroneous.

<div class="p"><!----></div>
Philosophers have offered several reasons for endorsing color
eliminativism.
First, one might reject the existence of all properties, and regard
color eliminativism as a special case of a more thoroughgoing
nominalism [<a href="#Goodman+Quine:47" name="CITEGoodman+Quine:47">Goodman and van Orman&nbsp;Quine, 1947</a>,<a href="#Goodman:51" name="CITEGoodman:51">Goodman, 1951</a>].
Second, one might accept color eliminativism because it is entailed by
the claims that (i) colors are not found among the properties listed
by the inventories of the basic physical sciences, and (ii) the only
properties we should posit are those that are found among the
inventories of the basic physical sciences []172]Aune:67.
Third, some eliminativists [<a href="#Hardin:88" name="CITEHardin:88">Hardin, 1988</a>,<a href="#Maund:95" name="CITEMaund:95">Maund, 1995</a>,<a href="#Pautz:06b" name="CITEPautz:06b">Pautz, 2006b</a>] have
argued that no realist/non-eliminativist account of color properties
can both avoid internal difficulties and satisfy certain intuitively
and empirically motivated constraints about what colors must be.

<div class="p"><!----></div>
Eliminativism is sometimes associated with the <em>mentalist</em> view
that internal mental items (e.g., sense-data), rather than ordinary
fruit, lights, and the like, are the true bearers of colors.
Although it is true that mentalism and eliminativism are in some ways
alike (e.g., they agree in treating the ordinary perceptual
representation of colors of external objects as erroneous
projections), they are in fact incompatible  (at least as formulated
above), given the assumption that the mental items the mentalist takes
to exemplify colors are actual.
For if so, then the mentalist is committed to saying that the colors
are exemplified by actual individuals, thereby denying eliminativism.

<div class="p"><!----></div>
(It should also be noted that, on the above formulation, eliminativism
about color leaves open that colors are exemplified by non-actual
objects.
Eliminativists who adopt this line will claim that colors are
<em>bona fide</em> properties that are not exemplified, but might have
been.)

<div class="p"><!----></div>
The most pressing objection against color eliminativism, to my mind,
is that it convicts ordinary perception of an extremely widespread
error, and so is obviously a deeply revisionary view.
Now, eliminativists might respond to this objection by noting that
deep revisions are sometimes appropriate - especially if, as
eliminativists maintain, what initially seemed to be less revisionary
alternatives turn out, on inspection, to have exorbitant costs of
their own.
However, it seems to me that this strategy of response, while
reasonable as far as it goes, leaves the would-be eliminativist in a
fairly weak dialectical position.
For it amounts to admitting that eliminativism should only be adopted
at such time as all other alternatives are decisively shown to be
unacceptable - it makes eliminativism a position of last resort.
And since refutations in philosophy are almost never decisive, this
means that we may have to wait an awfully long time to be in a
position to accept eliminativism.

<div class="p"><!----></div>
     <h3><a name="tth_sEc2.2">
2.2</a>&nbsp;&nbsp;Dispositionalism</h3>
<a name="dispositionalism">
</a>
Dispositionalism is family of views of color ontology according to
which colors are dispositions to have certain effects on the visual
systems of certain perceivers in certain conditions 
This core claim, however, requires considerable clarification: to fill
out her view, the dispositionalist needs to say more about which
perceivers, which circumstances, and exactly which effects in those
perceivers in those circumstances, she has in mind.
The many species of dispositionalism can be distinguished by the ways
they fill in those blanks.
For example, one canonical form of dispositionalism holds that 
red is the disposition to cause red sensations (/to look red) to
normal observers in normal circumstances.
Versions of dispositionalism have been ascribed (controversially) to
modern philosophers such as Galileo, Boyle, Newton, and Locke.
More recent defenders of dispositionalism include <a href="#McGinn:83" name="CITEMcGinn:83">McGinn [1983]</a>,<a href="#Peacocke:84" name="CITEPeacocke:84">Peacocke [1984]</a>,<a href="#Johnston:92" name="CITEJohnston:92">Johnston [1992]</a>.<a href="#tthFtNtAAD" name="tthFrefAAD">
<math xmlns="http://www.w3.org/1998/Math/MathML">
<mrow>
<msup><mrow></mrow><mrow><mn>3</mn></mrow>
</msup>
</mrow></math></a>

<div class="p"><!----></div>
One reason for taking dispositionalism seriously as a color ontology
comes from the observation that the objects we take to exemplify
colors do, uncontroversially, exemplify dispositions to look colored
to perceivers - e.g., red ripe tomatoes are uncontroversial bearers
of the disposition to look red to normal trichromatic observers (say,
under uniform daylight illumination and viewed at a distance of one
meter).
One particularly simple and attractive way of explaining the
extensional overlap of colors and dispositions to look colored is to
identify the two, thereby endorsing dispositionalism.

<div class="p"><!----></div>
A second motivation for dispositionalism is that the view is
well-suited to explain interpersonal and intrapersonal perceptual
variation in respect of color, which turns out to be widespread (this
motivation can be found in the writings of Galileo and Boyle, among
others; for more recent versions, see <a href="#McGinn:83" name="CITEMcGinn:83">McGinn [1983]</a>,<a href="#Cohen:02d" name="CITECohen:02d">Cohen [2004]</a>).
For instance, consider that an unilluminated region of the television
looks greyish when the television is off, but dark black (even though
illuminated in exactly the same way) when it falls within the part of
the screen on which the villain's hat is represented.
This single region of the screen, though locally qualitatively
identical in the two viewing conditions, looks grey in one
viewing condition and black in another.
Partly because neither of these viewing conditions has a plausible
claim to be more naturalistic than the other, it has seemed to some
that there is no principled reason for claiming that the way it looks
in either viewing condition is a veridical representation of its color
at the expense of the other.
One could instead claim that <em>neither</em> representation is
veridical; but this strategy, suitably generalized to cover all cases
of perceptual variation, would entail the counterintuitive
eliminativist conclusion that no objects bear the colors they look to
have.
But if it is implausible both to side with one representation at the
expense of the other and to reject both of them, then the only option
left is to claim that both are correct - that the television region
has one color in one circumstance, and a different color in a
different circumstance.

<div class="p"><!----></div>
There are analogous cases of perceptual variation that turn on
variation between perceivers.
Thus, consider that a chip can look blue without looking at all
greenish to one observer but bluish green to another, even if both
observers pass all the standard psychophysical tests for normal color
vision.
As before, rejecting both representations of the chip's color leads
quickly to eliminativism, while there don't seem to be principled,
non-arbitrary reasons for favoring one representation at the expense
of the other.
Consequently, many have thought, the best theory of color should
sustain the verdict that <em>both</em> representations are veridical.

<div class="p"><!----></div>
These considerations motivate dispositionalism because that theory (or
some forms of it) can indeed secure the verdict that both
representations are veridical.
For example, a dispositionalist can say that the region 
<math xmlns="http://www.w3.org/1998/Math/MathML">
<mrow><mi>R</mi></mrow></math> of the
television screen is grey to a perceiver 
<math xmlns="http://www.w3.org/1998/Math/MathML">
<mrow>
<msub><mrow><mi>S</mi></mrow><mrow><mn>1</mn></mrow>
</msub>
</mrow></math> in perceptual
circumstance 
<math xmlns="http://www.w3.org/1998/Math/MathML">
<mrow>
<msub><mrow><mi>C</mi></mrow><mrow><mn>1</mn></mrow>
</msub>
</mrow></math> by virtue of being disposed to look grey to 
<math xmlns="http://www.w3.org/1998/Math/MathML">
<mrow>
<msub><mrow><mi>S</mi></mrow><mrow><mn>1</mn></mrow>
</msub>
</mrow></math>
in 
<math xmlns="http://www.w3.org/1998/Math/MathML">
<mrow>
<msub><mrow><mi>C</mi></mrow><mrow><mn>1</mn></mrow>
</msub>
</mrow></math>, and compatibly that it is black to perceiver 
<math xmlns="http://www.w3.org/1998/Math/MathML">
<mrow>
<msub><mrow><mi>S</mi></mrow><mrow><mn>2</mn></mrow>
</msub>
</mrow></math> in
circumstance 
<math xmlns="http://www.w3.org/1998/Math/MathML">
<mrow>
<msub><mrow><mi>C</mi></mrow><mrow><mn>2</mn></mrow>
</msub>
</mrow></math> by virtue of being disposed to look black to 
<math xmlns="http://www.w3.org/1998/Math/MathML">
<mrow>
<msub><mrow><mi>S</mi></mrow><mrow><mn>2</mn></mrow>
</msub>
</mrow></math>
in 
<math xmlns="http://www.w3.org/1998/Math/MathML">
<mrow>
<msub><mrow><mi>C</mi></mrow><mrow><mn>2</mn></mrow>
</msub>
</mrow></math>.
Likewise the problematic chip can bear the disposition to look blue
but not greenish to 
<math xmlns="http://www.w3.org/1998/Math/MathML">
<mrow>
<msub><mrow><mi>S</mi></mrow><mrow><mn>1</mn></mrow>
</msub>
</mrow></math> in 
<math xmlns="http://www.w3.org/1998/Math/MathML">
<mrow>
<msub><mrow><mi>C</mi></mrow><mrow><mn>1</mn></mrow>
</msub>
</mrow></math> while simultaneously and compatibly
exemplifying the disposition to look bluish green to 
<math xmlns="http://www.w3.org/1998/Math/MathML">
<mrow>
<msub><mrow><mi>S</mi></mrow><mrow><mn>2</mn></mrow>
</msub>
</mrow></math> in 
<math xmlns="http://www.w3.org/1998/Math/MathML">
<mrow>
<msub><mrow><mi>C</mi></mrow><mrow><mn>2</mn></mrow>
</msub>
</mrow></math>;
consequently, if these dispositions are identical to (distinct)
colors, as per dispositionalism, then the chip can exemplify both of
them simultaneously, and thereby make true both of the representations
of its color (viz., the way the chip looks to 
<math xmlns="http://www.w3.org/1998/Math/MathML">
<mrow>
<msub><mrow><mi>S</mi></mrow><mrow><mn>1</mn></mrow>
</msub>
</mrow></math>, the way it looks
to 
<math xmlns="http://www.w3.org/1998/Math/MathML">
<mrow>
<msub><mrow><mi>S</mi></mrow><mrow><mn>2</mn></mrow>
</msub>
</mrow></math>).

<div class="p"><!----></div>
Notwithstanding its advantages, dispositionalism faces a number of
challenges.

<div class="p"><!----></div>
A first difficulty is aimed at only some forms of the view - those
that invoke the notion of a normal/standard observer or a
normal/standard circumstance in filling out the core dispositionalist
claim given above.
The problem here is that there do not appear to be anything like
principled specifications of normal/standard observers or
circumstances [<a href="#Hardin:88" name="CITEHardin:88">Hardin, 1988</a>]; in particular, the various standards
in psychophysics and industrial applications (presumably our best
motivated candidates) seem to have been chosen for mathematical
convenience or industrial standardization, but are (from a
metaphysical point of view) arbitrary.
But without a principled way of unpacking the notions of
normal/standard observer and normal/standard circumstance, it would
seem hard to understand forms of dispositionalism that invoke these
notions as making any substantive claim at all.

<div class="p"><!----></div>
A second difficulty for dispositionalism is that it threatens to
preclude distinct individuals (or even time slices of one individual)
from ascribing the same color to an object.
For example, suppose that the chip looks blue but not greenish to you
in 
<math xmlns="http://www.w3.org/1998/Math/MathML">
<mrow>
<msub><mrow><mi>C</mi></mrow><mrow><mn>1</mn></mrow>
</msub>
</mrow></math>, but my visual system attributes to the chip a color of
the form 
<math xmlns="http://www.w3.org/1998/Math/MathML">
<mrow><mi>c</mi></mrow></math> to me in 
<math xmlns="http://www.w3.org/1998/Math/MathML">
<mrow>
<msub><mrow><mi>C</mi></mrow><mrow><mn>2</mn></mrow>
</msub>
</mrow></math>.
Unless me=you and 
<math xmlns="http://www.w3.org/1998/Math/MathML">
<mrow>
<msub><mrow><mi>C</mi></mrow><mrow><mn>1</mn></mrow>
</msub>
<mo>=</mo>
<msub><mrow><mi>C</mi></mrow><mrow><mn>2</mn></mrow>
</msub>
</mrow></math>, it would seem that the colors attributed
on these two occasions will be necessarily distinct, and thereby
prevents distinct individuals (/time slices of one individual) from
perceiving the single color.
It also clearly threatens the possibility of our agreeing about the
colors of objects (compare: if you are in Vancouver and I am in New
York, then even if we both utter the sentence `it is raining here', we
are not agreeing about the weather in any place).
It also threatens the possibility of our disagreeing about colors,
since it seems to be a presupposition of such disagreement that the
property you ascribe is incompatible with that I ascribe (compare: if
you utter `it is raining here' while in Vancouver and I utter `it is
not raining here' while in New York, we do not thereby manifest
disagreement about the weather in any place).
A related difficulty concerns the dispositionalist's treatment of
errors of color perception; briefly, the worry is that the very
inclusiveness that undergirds the dispositionalist's response to
perceptual variation will prevent her from saying that <em>any</em>
representation of 
<math xmlns="http://www.w3.org/1998/Math/MathML">
<mrow><mi>x</mi></mrow></math>'s color is erroneous (on this topic, see
<a href="#Cohen:06b" name="CITECohen:06b">Cohen [2006b]</a>).

<div class="p"><!----></div>
A third objection against dispositionalism involves the accusation
that the view is, when combined with popular views about sensory
experience, viciously circular.
Recall that, for dispositionalists, the definiens used to understand
color properties include mention of color experiences; thus,
<em>red</em> is identified with (as it might be) the disposition to look
red to normal observers in normal conditions of observation.
How should we understand the expression `looks red' that occurs on
the right hand side here?
One response, advocated by <a href="#Peacocke:84" name="CITEPeacocke:84">Peacocke [1984]</a>, is to deny that `red'
is a semantically significant constituent of that expression (thereby
avoiding regress), and instead to maintain that the expression `looks
red' picks out a state of undergoing a particular kind of sense-datum.
Many philosophers, however, reject a sense-datum understanding of
visual experience, and instead favor the so-called
intentionalist/representationalist view that something's looking red
just is that thing's being visually represented as red
[<a href="#Harman:90" name="CITEHarman:90">Harman, 1990</a>,<a href="#Tye:95" name="CITETye:95">Tye, 1995</a>,<a href="#Dretske:95" name="CITEDretske:95">Dretske, 1995</a>].
But this treatment has the consequence that `red' occurs in an
unreduced form on the right hand side of the dispositionalist's
account of <em>red</em>.
And many have claimed that this regress is a fatal flaw of
dispositionalism (see <a href="#Boghossian+Velleman:89" name="CITEBoghossian+Velleman:89">Boghossian and Velleman [1989]</a>; for responses,
see <a href="#Lewis:97" name="CITELewis:97">Lewis [1997]</a>,<a href="#McLaughlin:99" name="CITEMcLaughlin:99">McLaughlin [2003]</a>).

<div class="p"><!----></div>
A final objection against dispositionalism urges that the view does
violence to ordinary color phenomenology - that colors just do not
look to be relational/dispositional [<a href="#Boghossian+Velleman:89" name="CITEBoghossian+Velleman:89">Boghossian and Velleman, 1989</a>,<a href="#McGinn:96" name="CITEMcGinn:96">McGinn, 1996</a>].
In response, dispositionalists have sometimes maintained that colors
do in fact look to be dispositional - given an appropriate
understanding of what it would mean for a property to look
dispositional [<a href="#McDowell:85" name="CITEMcDowell:85">McDowell, 1985</a>,<a href="#Levin:00" name="CITELevin:00">Levin, 2000</a>].

<div class="p"><!----></div>
     <h3><a name="tth_sEc2.3">
2.3</a>&nbsp;&nbsp;Physicalism</h3>
Color physicalism is best understood as a kind of identity theory of
color analogous to identity theories familiar from philosophy of mind;
it says that colors are identical to particular (physically or
functionally specifiable) kinds.<a href="#tthFtNtAAE" name="tthFrefAAE">
<math xmlns="http://www.w3.org/1998/Math/MathML">
<mrow>
<msup><mrow></mrow><mrow><mn>4</mn></mrow>
</msup>
</mrow></math></a><a name="physicalism">
</a>
Although earlier physicalists tended to identify colors with
microphysical constitutions [<a href="#Armstrong:68" name="CITEArmstrong:68">Armstrong, 1968</a>,<a href="#Smart:75" name="CITESmart:75">Smart, 1975</a>], more
recent physicalists have tended to prefer to identify colors with
(classes of) reflectance functions - i.e., functions that represent
surfaces' dispositions to reflect differing percentages of the
incident light of different wavelengths.
The older sort of color physicalism can be thought of as a form of
type-physicalism (/type-identity theory) about color, while the newer
sort can be regarded as a form of token-physicalism (/token-identity
theory) about color.<a href="#tthFtNtAAF" name="tthFrefAAF">
<math xmlns="http://www.w3.org/1998/Math/MathML">
<mrow>
<msup><mrow></mrow><mrow><mn>5</mn></mrow>
</msup>
</mrow></math></a>

<div class="p"><!----></div>
Proponents of color physicalism sometimes motivate the view by
pointing to its consonance with the broadly physicalist and
reductionist ideas in the current philosophical zeitgeist.
Whether one finds this motivation compelling will depend not only on
one's sympathy for the zeitgeist, but also on one's view of how
competing views fare on this dimension (see note&nbsp;<a href="#physicalism">2</a>).
A more specific consideration adduced on behalf of physicalism
concerns the phenomenon of color constancy, which we might
characterize this way: subjects will characterize a ripe tomato as red
when viewed under a variety of illuminants (say, under direct noontime
sunlight and under indoor fluorescent light), although the character
of the light reaching their eyes from that tomato is markedly
different in the two conditions.
Color physicalists often take this and similar cases as justifying the
claim that objects (appear to) maintain their colors under different
illuminants, and therefore that we should prefer a theory, such as
color physicalism, that vindicates this claim by making colors
observer-independent, conditions-independent properties of objects
(see, for example, <a href="#Tye:00" name="CITETye:00">Tye [2000]</a>,147-148, <a href="#Hilbert:87" name="CITEHilbert:87">Hilbert [1987]</a>,65,
<a href="#Byrne+Hilbert:03" name="CITEByrne+Hilbert:03">Byrne and Hilbert [2003]</a>,9; but see <a href="#Cohen:03a" name="CITECohen:03a">Cohen [2006a]</a>,<a href="#Thompson:06" name="CITEThompson:06">Thompson [2006]</a>).

<div class="p"><!----></div>
Color physicalism has been criticized for failing to do justice to the
facts about perceptual variation discussed in
&#167;<a href="#dispositionalism">2.2</a>.
Consider again the chip that looks blue but not greenish to you while
looking bluish green to me.
If its color is, as per physicalism, determined by which
observer-independent, circumstance-independent physical kind the chip
exemplifies, then it would seem to follow that at most one of the
competing representations of its colors (that in your head, that in
mine) is veridical.
But what could make it the case that one of them is veridical rather
than the other?

<div class="p"><!----></div>
Color physicalists have sometimes answered: what makes one (yours,
say) veridical at the expense of another (mine, say) is that yours
represents the chip as being blue but not greenish <em>and the chip
  is blue but not greenish</em>, whereas mine represents the chip as being
bluish green <em>and the chip is not bluish green</em>
(<a href="#Byrne+Hilbert:03" name="CITEByrne+Hilbert:03">Byrne and Hilbert [2003]</a>,17, <a href="#Byrne+Tye:06" name="CITEByrne+Tye:06">Byrne and Tye [2006]</a>,11,
<a href="#Tye:06" name="CITETye:06">Tye [2006]</a>,3).
In support of this answer, physicalists sometimes offer an analogy
concerning representational variation with respect to shape.
Thus, although a figure might look circular when viewed
from angle 
<math xmlns="http://www.w3.org/1998/Math/MathML">
<mrow>
<msub><mrow><mi>&theta;</mi></mrow><mrow><mn>1</mn></mrow>
</msub>
</mrow></math> and elliptical when viewed from angle 
<math xmlns="http://www.w3.org/1998/Math/MathML">
<mrow>
<msub><mrow><mi>&theta;</mi></mrow><mrow><mn>2</mn></mrow>
</msub>
</mrow></math>,
at most one of these visual representations is veridical: the
representation in 
<math xmlns="http://www.w3.org/1998/Math/MathML">
<mrow>
<msub><mrow><mi>&theta;</mi></mrow><mrow><mn>1</mn></mrow>
</msub>
</mrow></math> is veridical (say) insofar as it
represents the figure as being circular, <em>and the figure is
  circular</em>.

<div class="p"><!----></div>
But this response is unconvincing.
It is of course correct that what <em>would</em> make one representation

<math xmlns="http://www.w3.org/1998/Math/MathML">
<mrow><mi>R</mi></mrow></math> of the chip veridical at the expense of others would be that (i)

<math xmlns="http://www.w3.org/1998/Math/MathML">
<mrow><mi>R</mi></mrow></math> represents the chip as being some particular color that the others
do not, and (ii) that the chip in fact exemplifies the color that 
<math xmlns="http://www.w3.org/1998/Math/MathML">
<mrow><mi>R</mi></mrow></math>
represents it as having but does not exemplify the color that
the.others represent it as having - that two part condition
correctly unpacks what it is for a representation to be veridical at
the expense of other representations.
But laying out this condition does not answer the question asked;
instead it pushes that question back a step.
For in asking what makes it the case that one representation is
veridical at the expense of the others, the critic is precisely asking
what makes it the case that that two part condition is satisfied by
at most one representation, as the physicalist maintains.
And the response we are considering does nothing to answer that
question.

<div class="p"><!----></div>
Moreover, the analogy with shape properties is questionable (indeed,
it seems to presuppose something like a physicalist understanding of
color).
A reason for doubting that analogy is that, in the shape case, the
properties at issue have (abstract) essences - essences that
comprise the subject matter of plane geometry - that serve as a
representation independent standard for veridicality of particular
representations.
In contrast, in the color case, we seem not to be committed to the
existence of an (abstract or natural) essence that would adjudicate
between competing representations of objects' colors.
(This explains why, among other things, the range of inductive causal
generalizations we are willing to make about red things seems far
smaller than the corresponding range for circular things.)

<div class="p"><!----></div>
In short, the physicalist's commitment to a single, uniquely veridical
variant in all cases of perceptual variation with respect to color
is hard to accept, and physicalists' attempts to make this commitment
seem more palatable have been (in my view) unpersuasive.

<div class="p"><!----></div>
A second objection to color physicalism, due originally to
<a href="#Hardin:88" name="CITEHardin:88">Hardin [1988]</a>, concerns its ability to respect certain structural
features of the colors.
For example, the colors stand in certain similarity and exclusion
relations (red is more similar to orange than it is to green, no shade
of blue is a shade of yellow).
Moreover, there are exactly four chromatic colors (yellow, blue, red,
green) that have shades that seem to be perceptually unmixed, or
"unique," while the shades of all other colors are such that they
appear perceptually mixed, or "binary" (every shade of orange looks
reddish and yellowish, every shade of purple looks reddish and bluish,
etc.).
The objection we are now considering holds that, as the physicalist
construes them, there is no obvious explanation for these structural
properties of the colors: for example, there is no obvious similarity
metric defined over classes of reflectance functions that would make
the class the physicalist identifies with red more proximate to that
associated with orange than it is to that associated with green (for
responses and evaluation of this argument, see <a href="#Cohen:03c" name="CITECohen:03c">Cohen [2003]</a>,<a href="#Byrne:03" name="CITEByrne:03">Byrne [2003]</a>,<a href="#Pautz:06" name="CITEPautz:06">Pautz [2006a]</a>).

<div class="p"><!----></div>
     <h3><a name="tth_sEc2.4">
2.4</a>&nbsp;&nbsp;Primitivism</h3>
Color primitivism amounts to a kind of quietism about color.
The primitivist maintains that colors are irreducible in the
sense that there are no true and informative type-identities of the
form 
<math xmlns="http://www.w3.org/1998/Math/MathML">
<mrow>\ulcorner<mi>C</mi><mo>=</mo><mi>P</mi>\urcorner</mrow></math>, where 
<math xmlns="http://www.w3.org/1998/Math/MathML">
<mrow>\ulcorner<mi>C</mi>\urcorner</mrow></math> is the
name of a color and 
<math xmlns="http://www.w3.org/1998/Math/MathML">
<mrow>\ulcorner<mi>P</mi>\urcorner</mrow></math> picks out a property in
terms that don't include color vocabulary (but might include physical,
functional, phenomenal, or intentional vocabulary).
Primitivists think that colors are genuine properties, but that the
irreducibility of these properties makes them primitive, or <em>sui
  generis</em>.
In recent years, color primitivism has grown in popularity;
some form of the view is endorsed by <a href="#Westphal:87" name="CITEWestphal:87">Westphal [1987]</a>,<a href="#Westphal:05" name="CITEWestphal:05">Westphal [2005]</a>,<a href="#Campbell:93" name="CITECampbell:93">Campbell [1993]</a>,<a href="#Yablo:95" name="CITEYablo:95">Yablo [1995]</a>,<a href="#McGinn:96" name="CITEMcGinn:96">McGinn [1996]</a>,<a href="#Watkins:02" name="CITEWatkins:02">Watkins [2002]</a>,<a href="#Watkins:05" name="CITEWatkins:05">Watkins [2005]</a>,<a href="#Johnston:08" name="CITEJohnston:08">Johnston [ming]</a> and (arguably) <a href="#Stroud:00" name="CITEStroud:00">Stroud [2000]</a>.

<div class="p"><!----></div>
Primitivism is ordinarily counted a form of realism about color, but
it need not be.
For, just as there can be eliminativists who think that colors are,
say, physical types that might be but are not in fact exemplified,
there can be eliminativists who think that colors are primitive
properties that might be but are not in fact exemplified.

<div class="p"><!----></div>
Of course, primitivists deny that colors are identical to the physical
types and dispositions with which physicalists and dispositionalists
claim they are identical; but the primitivist is free to hold that
colors are universally correlated with these sorts of properties.
Color primitivists who think there is such a correlation, then, are
not denying the existence or exemplification of the physical types or
dispositions that their opponents take to be identical to colors.
Rather, they are convinced (perhaps by some of the objections given
above against these views) that such properties cannot be identified
with the colors, and therefore that the colors must be distinct (even
if universally correlated). 

<div class="p"><!----></div>
The most frequently invoked motivation offered in support of color
primitivism is an argument from the failure of other views.
After showing the problems with these other views, primitivism is
then held out as a way of endorsing realism about color (but see
above) without falling victim to the faults that plague other
theories.

<div class="p"><!----></div>
Unfortunately, like the corresponding argument offered in support of
eliminativism (see &#167;<a href="#eliminativism">2.1</a>), the argument for
primitivism from the failure of alternatives leaves the primitivist in
a relatively weak dialectical position, for it essentially begins by
conceding that primitivism is a position of last resort.
Moreover, like all arguments by elimination, this argument is only as
good as the weakest of the refutations of it which it makes use.
As before, this is a serious dialectical weakness, given the
non-decisive quality of philosophical argumentation.

<div class="p"><!----></div>
Moreover, critics have objected that primitivism is <em>ad hoc</em>.
For, while primitivism's <em>sui generis</em> colors are surely
coherent, it is suspiciously easy (i.e., unconstrained) to construe
some property/properties as <em>sui generis</em> when we are otherwise
unable to understand them.
For example, this strategy seems no less applicable to such properties
as <em>witch</em> or <em>phlogiston</em> (about which, presumably,
eliminativism is a more appropriate response) or for that matter
<em>heat</em> at a time prior to the emergence of thermodynamics (about
which the correct response, though unknown at the time, turned out to
be some kind of reductive physicalism).
But if primitivism would have led to erroneous ontological verdicts in
these cases, we should be wary of embracing it in the case of color.

<div class="p"><!----></div>
Finally, [<a href="#Byrne+Hilbert:06" name="CITEByrne+Hilbert:06">112006Byrne and HilbertByrne and Hilbert</a>] have objected to color primitivism on
the basis of considerations about color vision in non-human animals.
Their objection builds on the observation that goldfish can
discriminate surfaces that human beings fail to discriminate based on
differences in those surfaces' dispositions to reflect light in the
near ultraviolet range (this light falls out of the range to which
human cones are sensitive).
The natural (and common in comparative color science) description of
the situation is that, in so discriminating, goldfish are responding
to the surfaces' colors.
For primitivism makes no room for any (reductive) explanation of what
counts as a color, but can only rely on the discriminations of human
subjects (with respect to which the surfaces are exactly alike).
Thus, Byrne and Hilbert allege, color primitivism makes unavailable
the best descriptions of the visual behavior of non-human animals.

<div class="p"><!----></div>
 <h2><a name="tth_sEc3">
3</a>&nbsp;&nbsp;Conclusion</h2>
Color has attracted significant and growing attention from
philosophers in recent years.
Moreover, the empirical and philosophical sophistication of work in
this area has increased rapidly in recent years.
While the present essay comes nowhere near exhausting the territory, I
hope it provides a useful point of entry into philosophical
controversies about color.

<div class="p"><!----></div>
 <h2><a name="tth_sEc4">
4</a>&nbsp;&nbsp;Suggested Readings</h2>


<table>
<tr><td align="left">Anthologies </td><td width="347"><a href="#Byrne+Hilbert:97" name="CITEByrne+Hilbert:97">Byrne and Hilbert [1997b]</a>,<a href="#Byrne+Hilbert:97b" name="CITEByrne+Hilbert:97b">Byrne and Hilbert [1997c]</a>,<a href="#Backhaus+Kliegl+Werner:98" name="CITEBackhaus+Kliegl+Werner:98">Backhaus <em>et&nbsp;al.</em> [1998]</a>,<a href="#Gegenfurtner+Sharpe:99" name="CITEGegenfurtner+Sharpe:99">Gegenfurtner and Sharpe [1999]</a></td></tr>
<tr><td align="left">General</td><td width="347"><a href="#Byrne+Hilbert:03" name="CITEByrne+Hilbert:03">Byrne and Hilbert [2003]</a>,<a href="#Hardin:88" name="CITEHardin:88">Hardin [1988]</a>,<a href="#Matthen:05" name="CITEMatthen:05">Matthen [2005]</a></td></tr>
<tr><td align="left">Eliminativism </td><td width="347">chapter 2]Hardin:88,
chapter2]Maund:95, <a href="#Pautz:06" name="CITEPautz:06">Pautz [2006a]</a></td></tr>
<tr><td align="left">Dispositionalism </td><td width="347"><a href="#Boghossian+Velleman:89" name="CITEBoghossian+Velleman:89">Boghossian and Velleman [1989]</a>,<a href="#Peacocke:84" name="CITEPeacocke:84">Peacocke [1984]</a>,<a href="#Jackson+Pargetter:87" name="CITEJackson+Pargetter:87">Jackson and Pargetter [1987]</a>,<a href="#Johnston:92" name="CITEJohnston:92">Johnston [1992]</a>,<a href="#McGinn:96" name="CITEMcGinn:96">McGinn [1996]</a>,<a href="#Cohen:02d" name="CITECohen:02d">Cohen [2004]</a>,<a href="#McLaughlin:99" name="CITEMcLaughlin:99">McLaughlin [2003]</a></td></tr>
<tr><td align="left">Physicalism </td><td width="347"><a href="#Smart:75" name="CITESmart:75">Smart [1975]</a>,<a href="#Boghossian+Velleman:91" name="CITEBoghossian+Velleman:91">Boghossian and Velleman [1991]</a>,<a href="#Lewis:97" name="CITELewis:97">Lewis [1997]</a>,<a href="#Byrne+Hilbert:97a" name="CITEByrne+Hilbert:97a">Byrne and Hilbert [1997a]</a>,<a href="#Byrne+Hilbert:03" name="CITEByrne+Hilbert:03">Byrne and Hilbert [2003]</a></td></tr>
<tr><td align="left">Primitivism </td><td width="347"><a href="#Campbell:93" name="CITECampbell:93">Campbell [1993]</a>,<a href="#Yablo:95" name="CITEYablo:95">Yablo [1995]</a>,<a href="#Watkins:02" name="CITEWatkins:02">Watkins [2002]</a>,<a href="#Watkins:05" name="CITEWatkins:05">Watkins [2005]</a>,<a href="#Byrne+Hilbert:06" name="CITEByrne+Hilbert:06">Byrne and Hilbert [2006]</a></td></tr></table>



<div class="p"><!----></div>

<h2>References</h2>

<dl compact="compact">
 <dt><a href="#CITEArmstrong:68" name="Armstrong:68">[11968ArmstrongArmstrong]</a></dt><dd>
Armstrong, D. (1968).
 <em>A Materialist Theory of the Mind </em>.
 Routledge, London.

<div class="p"><!----></div>
</dd>
 <dt><a href="#CITEAune:67" name="Aune:67">[21967AuneAune]</a></dt><dd>
Aune, B. (1967).
 <em>Knowledge, Mind, and Nature </em>.
 Random House, New York.

<div class="p"><!----></div>
</dd>
 <dt><a href="#CITEBackhaus+Kliegl+Werner:98" name="Backhaus+Kliegl+Werner:98">[31998Backhaus <em>et&nbsp;al.</em>Backhaus, Gliegl, and Werner]</a></dt><dd>
Backhaus, W. G.&nbsp;K., Gliegl, R., and Werner, J.&nbsp;S., editors (1998).
 <em>Color Vision: Perspectives From Different Disciplines </em>.
 Walter de Gruyter, Berlin.

<div class="p"><!----></div>
</dd>
 <dt><a href="#CITEBoghossian+Velleman:89" name="Boghossian+Velleman:89">[41989Boghossian and VellemanBoghossian and Velleman]</a></dt><dd>
Boghossian, P.&nbsp;A. and Velleman, J.&nbsp;D. (1989).
 Colour as a secondary quality.
 <em>Mind </em>, <b>98</b>, 81-103.
 Reprinted in [<a href="#Byrne+Hilbert:97" name="CITEByrne+Hilbert:97">81997bByrne and HilbertByrne and Hilbert</a>], 81-103.

<div class="p"><!----></div>
</dd>
 <dt><a href="#CITEBoghossian+Velleman:91" name="Boghossian+Velleman:91">[51991Boghossian and VellemanBoghossian and Velleman]</a></dt><dd>
Boghossian, P.&nbsp;A. and Velleman, J.&nbsp;D. (1991).
 Physicalist theories of color.
 <em>The Philosophical Review </em>, <b>100</b>, 67-106.

<div class="p"><!----></div>
</dd>
 <dt><a href="#CITEByrne:03" name="Byrne:03">[62003ByrneByrne]</a></dt><dd>
Byrne, A. (2003).
 Color and similarity.
 <em>Philosophy and Phenomenological Research </em>, <b>66</b>, 641-665.

<div class="p"><!----></div>
</dd>
 <dt><a href="#CITEByrne+Hilbert:97a" name="Byrne+Hilbert:97a">[71997aByrne and HilbertByrne and Hilbert]</a></dt><dd>
Byrne, A. and Hilbert, D.&nbsp;R. (1997a).
 Colors and reflectances.
 In A.&nbsp;Byrne and D.&nbsp;R. Hilbert, editors, <em>Readings on Color,
  Volume 1: The Philosophy of Color </em>, pages 263-288. MIT Press, Cambridge,
  Massachusetts.

<div class="p"><!----></div>
</dd>
 <dt><a href="#CITEByrne+Hilbert:97" name="Byrne+Hilbert:97">[81997bByrne and HilbertByrne and Hilbert]</a></dt><dd>
Byrne, A. and Hilbert, D.&nbsp;R., editors (1997b).
 <em>Readings on Color, Volume 1: The Philosophy of Color </em>.
 MIT Press, Cambridge, Massachusetts.

<div class="p"><!----></div>
</dd>
 <dt><a href="#CITEByrne+Hilbert:97b" name="Byrne+Hilbert:97b">[91997cByrne and HilbertByrne and Hilbert]</a></dt><dd>
Byrne, A. and Hilbert, D.&nbsp;R. (1997c).
 <em>Readings on Color, Volume 2: The Science of Color </em>.
 MIT Press, Cambridge, Massachusetts.

<div class="p"><!----></div>
</dd>
 <dt><a href="#CITEByrne+Hilbert:03" name="Byrne+Hilbert:03">[102003Byrne and HilbertByrne and Hilbert]</a></dt><dd>
Byrne, A. and Hilbert, D.&nbsp;R. (2003).
 Color realism and color science.
 <em>Behavioral and Brain Sciences </em>, <b>26</b>(1), 3-64.

<div class="p"><!----></div>
</dd>
 <dt><a href="#CITEByrne+Hilbert:06" name="Byrne+Hilbert:06">[112006Byrne and HilbertByrne and Hilbert]</a></dt><dd>
Byrne, A. and Hilbert, D.&nbsp;R. (2006).
 Color primitivism.
 In R.&nbsp;Schumacher, editor, <em>Perception and Status of Secondary
  Qualities </em>. Kluwer, Dordrecht.

<div class="p"><!----></div>
</dd>
 <dt><a href="#CITEByrne+Tye:06" name="Byrne+Tye:06">[122006Byrne and TyeByrne and Tye]</a></dt><dd>
Byrne, A. and Tye, M. (2006).
 Qualia ain't in the head.
 <em>No&#251;s </em>.
 In press.

<div class="p"><!----></div>
</dd>
 <dt><a href="#CITECampbell:93" name="Campbell:93">[131993CampbellCampbell]</a></dt><dd>
Campbell, J. (1993).
 A simple view of color.
 In J.&nbsp;Haldane and C.&nbsp;Wright, editors, <em>Reality, Representation,
  and Projection </em>. Oxford University Press, New York.
 Reprinted in [<a href="#Byrne+Hilbert:97" name="CITEByrne+Hilbert:97">81997bByrne and HilbertByrne and Hilbert</a>], 177-190.

<div class="p"><!----></div>
</dd>
 <dt><a href="#CITECohen:03c" name="Cohen:03c">[142003CohenCohen]</a></dt><dd>
Cohen, J. (2003).
 On the structural properties of the colors.
 <em>Australaian Journal of Philosophy </em>, <b>81</b>(1), 78-95.

<div class="p"><!----></div>
</dd>
 <dt><a href="#CITECohen:02d" name="Cohen:02d">[152004CohenCohen]</a></dt><dd>
Cohen, J. (2004).
 Color properties and color ascriptions: A relationalist manifesto.
 <em>The Philosophical Review </em>, <b>113</b>(4), 451-506.

<div class="p"><!----></div>
</dd>
 <dt><a href="#CITECohen:03a" name="Cohen:03a">[162006aCohenCohen]</a></dt><dd>
Cohen, J. (2006a).
 Color constancy as counterfactual.
 <em>Australaian Journal of Philosophy </em>.
 in press.

<div class="p"><!----></div>
</dd>
 <dt><a href="#CITECohen:06b" name="Cohen:06b">[172006bCohenCohen]</a></dt><dd>
Cohen, J. (2006b).
 A relationalist's guide to error about color perception.
 <em>No&#251;s </em>.
 In press.

<div class="p"><!----></div>
</dd>
 <dt><a href="#CITEDretske:95" name="Dretske:95">[181995DretskeDretske]</a></dt><dd>
Dretske, F. (1995).
 <em>Naturalizing the Mind </em>.
 MIT Press, Cambridge, Massachusetts.
 Originally delivered as the 1994 Jean Nicod Lectures.

<div class="p"><!----></div>
</dd>
 <dt><a href="#CITEGegenfurtner+Sharpe:99" name="Gegenfurtner+Sharpe:99">[191999Gegenfurtner and SharpeGegenfurtner and Sharpe]</a></dt><dd>
Gegenfurtner, K.&nbsp;R. and Sharpe, L.&nbsp;T., editors (1999).
 <em>Color Vision: From Genes to Perception </em>.
 Cambridge University Press, Cambridge.

<div class="p"><!----></div>
</dd>
 <dt><a href="#CITEGoodman:51" name="Goodman:51">[201951GoodmanGoodman]</a></dt><dd>
Goodman, N. (1951).
 <em>The Structure of Appearance </em>.
 Harvard University Press, Cambridge, Massachusetts.

<div class="p"><!----></div>
</dd>
 <dt><a href="#CITEGoodman+Quine:47" name="Goodman+Quine:47">[211947Goodman and van Orman&nbsp;QuineGoodman and van Orman&nbsp;Quine]</a></dt><dd>
Goodman, N. and van Orman&nbsp;Quine, W. (1947).
 Steps toward a constructive nominalism.
 <em>Journal of Symbolic Logic </em>, <b>12</b>, 105-122.

<div class="p"><!----></div>
</dd>
 <dt><a href="#CITEHardin:88" name="Hardin:88">[221988HardinHardin]</a></dt><dd>
Hardin, C.&nbsp;L. (1988).
 <em>Color for Philosophers: Unweaving the Rainbow </em>.
 Hackett, Indianapolis.

<div class="p"><!----></div>
</dd>
 <dt><a href="#CITEHarman:90" name="Harman:90">[231990HarmanHarman]</a></dt><dd>
Harman, G. (1990).
 The intrinsic quality of experience.
 volume&nbsp;4, pages 31-52. Ridgeview Publishing Company, Atascerdo,
  California.

<div class="p"><!----></div>
</dd>
 <dt><a href="#CITEHilbert:87" name="Hilbert:87">[241987HilbertHilbert]</a></dt><dd>
Hilbert, D.&nbsp;R. (1987).
 <em>Color and Color Perception: A Study in Anthropocentric
  Realism </em>.
 CSLI, Stanford.

<div class="p"><!----></div>
</dd>
 <dt><a href="#CITEHume:1739" name="Hume:1739">[251978HumeHume]</a></dt><dd>
Hume, D. (1978).
 <em>A Treatise of Human Nature (1739) </em>.
 Clarendon Press, Oxford.
 L. A. Selby-Bigge (ed.).

<div class="p"><!----></div>
</dd>
 <dt><a href="#CITEJackson+Pargetter:87" name="Jackson+Pargetter:87">[261987Jackson and PargetterJackson and Pargetter]</a></dt><dd>
Jackson, F. and Pargetter, R. (1987).
 An objectivist's guide to subjectivism about color.
 <em>Revue Internationale de Philosophie </em>, <b>160</b>, 127-141.
 Reprinted in [<a href="#Byrne+Hilbert:97" name="CITEByrne+Hilbert:97">81997bByrne and HilbertByrne and Hilbert</a>], 67-79.

<div class="p"><!----></div>
</dd>
 <dt><a href="#CITEJohnston:92" name="Johnston:92">[271992JohnstonJohnston]</a></dt><dd>
Johnston, M. (1992).
 How to speak of the colors.
 <em>Philosophical Studies </em>, <b>68</b>, 221-263.
 Reprinted in [<a href="#Byrne+Hilbert:97" name="CITEByrne+Hilbert:97">81997bByrne and HilbertByrne and Hilbert</a>], 137-176.

<div class="p"><!----></div>
</dd>
 <dt><a href="#CITEJohnston:08" name="Johnston:08">[28mingJohnstonJohnston]</a></dt><dd>
Johnston, M. (Forthcoming).
 The manifest.
 Ms., Princeton University.

<div class="p"><!----></div>
</dd>
 <dt><a href="#CITELevin:00" name="Levin:00">[292000LevinLevin]</a></dt><dd>
Levin, J. (2000).
 Dispositional theories of color and the claims of common sense.
 <em>Philosophical Studies </em>, <b>100</b>, 151-174.

<div class="p"><!----></div>
</dd>
 <dt><a href="#CITELewis:97" name="Lewis:97">[301997LewisLewis]</a></dt><dd>
Lewis, D. (1997).
 Naming the colors.
 <em>Australasian Journal of Philosophy </em>, <b>75</b>(3), 325-342.

<div class="p"><!----></div>
</dd>
 <dt><a href="#CITEMatthen:05" name="Matthen:05">[312005MatthenMatthen]</a></dt><dd>
Matthen, M. (2005).
 <em>Seeing, Doing, and Knowing: A Philosophical Theory of Sense
  Perception </em>.
 Oxford University Press, Oxford.

<div class="p"><!----></div>
</dd>
 <dt><a href="#CITEMaund:95" name="Maund:95">[321995MaundMaund]</a></dt><dd>
Maund, B. (1995).
 <em>Colours: Their Nature and Representation </em>.
 Cambridge University Press, New York.

<div class="p"><!----></div>
</dd>
 <dt><a href="#CITEMcDowell:85" name="McDowell:85">[331985McDowellMcDowell]</a></dt><dd>
McDowell, J. (1985).
 Values and secondary qualities.
 In T.&nbsp;Honderich, editor, <em>Morality and Objectivity: A Tribute to
  J. L. Mackie </em>, pages 110-129. Routledge and Kegan Paul, London.

<div class="p"><!----></div>
</dd>
 <dt><a href="#CITEMcGinn:83" name="McGinn:83">[341983McGinnMcGinn]</a></dt><dd>
McGinn, C. (1983).
 <em>The Subjective View: Secondary Qualities and Indexical
  Thoughts </em>.
 Oxford University Press, Oxford.

<div class="p"><!----></div>
</dd>
 <dt><a href="#CITEMcGinn:96" name="McGinn:96">[351996McGinnMcGinn]</a></dt><dd>
McGinn, C. (1996).
 Another look at color.
 <em>The Journal of Philosophy </em>, <b>93</b>(11), 537-553.

<div class="p"><!----></div>
</dd>
 <dt><a href="#CITEMcLaughlin:99" name="McLaughlin:99">[362003McLaughlinMcLaughlin]</a></dt><dd>
McLaughlin, B. (2003).
 The place of color in nature.
 In R.&nbsp;Mausfeld and D.&nbsp;Heyer, editors, <em>Colour Perception: Mind
  and the Physical World </em>, pages 475-502. Oxford University Press, New York.

<div class="p"><!----></div>
</dd>
 <dt><a href="#CITEPautz:06" name="Pautz:06">[372006aPautzPautz]</a></dt><dd>
Pautz, A. (2006a).
 Can colour structure be explained in terms of colour experience?
 <em>Australasian Journal of Philosophy </em>.

<div class="p"><!----></div>
</dd>
 <dt><a href="#CITEPautz:06b" name="Pautz:06b">[382006bPautzPautz]</a></dt><dd>
Pautz, A. (2006b).
 Color eliminativism.
 Ms., University of Texas, Austin.

<div class="p"><!----></div>
</dd>
 <dt><a href="#CITEPeacocke:84" name="Peacocke:84">[391984PeacockePeacocke]</a></dt><dd>
Peacocke, C. (1984).
 Colour concepts and colour experiences.
 <em>Synthese </em>, <b>58</b>(3), 365-81.
 Reprinted in [<a href="#Rosenthal:91" name="CITERosenthal:91">401991RosenthalRosenthal</a>], 408-16.

<div class="p"><!----></div>
</dd>
 <dt><a href="#CITERosenthal:91" name="Rosenthal:91">[401991RosenthalRosenthal]</a></dt><dd>
Rosenthal, D. (1991).
 <em>The Nature of Mind </em>.
 Oxford University Press, New York.

<div class="p"><!----></div>
</dd>
 <dt><a href="#CITESmart:75" name="Smart:75">[411975SmartSmart]</a></dt><dd>
Smart, J. J.&nbsp;C. (1975).
 On some criticisms of a physicalist theory of colors.
 In C.&nbsp;Cheng, editor, <em>Philosophical Aspects of the Mind-Body
  Problem </em>. University Press of Hawaii, Honolulu.
 Reprinted in [<a href="#Byrne+Hilbert:97" name="CITEByrne+Hilbert:97">81997bByrne and HilbertByrne and Hilbert</a>], 1-10.

<div class="p"><!----></div>
</dd>
 <dt><a href="#CITEStroud:00" name="Stroud:00">[422000StroudStroud]</a></dt><dd>
Stroud, B. (2000).
 <em>The Quest for Reality: Subjectivism and the Metaphysics of
  Colour </em>.
 Oxford University Press, New York.

<div class="p"><!----></div>
</dd>
 <dt><a href="#CITEThompson:06" name="Thompson:06">[432006ThompsonThompson]</a></dt><dd>
Thompson, B. (2006).
 Colour constancy and Russellian representationalism.
 <em>Australasian Journal of Philosophy </em>, <b>84</b>(1), 75-94.

<div class="p"><!----></div>
</dd>
 <dt><a href="#CITETye:95" name="Tye:95">[441995TyeTye]</a></dt><dd>
Tye, M. (1995).
 <em>Ten Problems of Consciousness: A Representational Theory of the
  Phenomenal Mind </em>.
 MIT Press, Cambridge, Massachusetts.

<div class="p"><!----></div>
</dd>
 <dt><a href="#CITETye:00" name="Tye:00">[452000TyeTye]</a></dt><dd>
Tye, M. (2000).
 <em>Consciousness, Color, and Content </em>.
 MIT Press, Cambridge, Massachusetts.

<div class="p"><!----></div>
</dd>
 <dt><a href="#CITETye:06" name="Tye:06">[462006TyeTye]</a></dt><dd>
Tye, M. (2006).
 The puzzle of true blue.
 <em>Analysis </em>, <b>66</b>, 173-178.

<div class="p"><!----></div>
</dd>
 <dt><a href="#CITEWatkins:02" name="Watkins:02">[472002WatkinsWatkins]</a></dt><dd>
Watkins, M. (2002).
 <em>Rediscovering Colors: A Study in Pollyanna Realism </em>.
 Dordrecht, Boston.

<div class="p"><!----></div>
</dd>
 <dt><a href="#CITEWatkins:05" name="Watkins:05">[482005WatkinsWatkins]</a></dt><dd>
Watkins, M. (2005).
 Seeing red: The metaphysics of colour without the physics.
 <em>Australasian Journal of Philosophy </em>, <b>83</b>(1), 33-52.

<div class="p"><!----></div>
</dd>
 <dt><a href="#CITEWestphal:87" name="Westphal:87">[491987WestphalWestphal]</a></dt><dd>
Westphal, J. (1987).
 <em>Colour: Some Philosophical Problems from Wittgenstein </em>.
 Blackwell, Oxford.

<div class="p"><!----></div>
</dd>
 <dt><a href="#CITEWestphal:05" name="Westphal:05">[502005WestphalWestphal]</a></dt><dd>
Westphal, J. (2005).
 Conflicting appearances, necessity and the irreducibility of
  propositions about colours.
 <em>Proceedings of the Aristotelian Society </em>, <b>105</b>(2),
  235-251.

<div class="p"><!----></div>
</dd>
 <dt><a href="#CITEYablo:95" name="Yablo:95">[511995YabloYablo]</a></dt><dd>
Yablo, S. (1995).
 Singling out properties.
 <em>Philosophical Perspectives </em>, <b>9</b>, 477-502.</dd>
</dl>

<hr /><h3>Footnotes:</h3>

<div class="p"><!----></div>
<a name="tthFtNtAAB"></a><a href="#tthFrefAAB">
<math xmlns="http://www.w3.org/1998/Math/MathML">
<mrow>
<msup><mrow></mrow><mrow><mn>1</mn></mrow>
</msup>
</mrow></math></a>To appear, Routledge Companion to Philosophy of
    Psychology; Calvo and Symons (eds).
<div class="p"><!----></div>
<a name="tthFtNtAAC"></a><a href="#tthFrefAAC">
<math xmlns="http://www.w3.org/1998/Math/MathML">
<mrow>
<msup><mrow></mrow><mrow><mn>2</mn></mrow>
</msup>
</mrow></math></a>Department of Philosophy, University of
California, San Diego, 9500 Gilman Drive, La Jolla, CA 92093-0119,
joncohen@aardvark.ucsd.edu
<div class="p"><!----></div>
<a name="tthFtNtAAD"></a><a href="#tthFrefAAD">
<math xmlns="http://www.w3.org/1998/Math/MathML">
<mrow>
<msup><mrow></mrow><mrow><mn>3</mn></mrow>
</msup>
</mrow></math></a>In recent years several
  philosophers have attempted, in different ways, to retain some of
  the advantages of dispositionalism while rejecting (or at least
  remaining agnostic about) the specific claim that colors are
  identical to dispositions to affect perceivers.
  See, for example, <a href="#Jackson+Pargetter:87" name="CITEJackson+Pargetter:87">Jackson and Pargetter [1987]</a>,<a href="#Lewis:97" name="CITELewis:97">Lewis [1997]</a>,<a href="#McLaughlin:99" name="CITEMcLaughlin:99">McLaughlin [2003]</a>,<a href="#Cohen:02d" name="CITECohen:02d">Cohen [2004]</a>,<a href="#Matthen:05" name="CITEMatthen:05">Matthen [2005]</a>.

<div class="p"><!----></div>
<a name="tthFtNtAAE"></a><a href="#tthFrefAAE">
<math xmlns="http://www.w3.org/1998/Math/MathML">
<mrow>
<msup><mrow></mrow><mrow><mn>4</mn></mrow>
</msup>
</mrow></math></a>
  It should be noted that there is nothing particularly more or less
  physicalist about color physicalism than other views;
  dispositionalism and primitivism, for example, are straightforwardly
  compatible with the claim that colors are physical (they can be
  regarded as token-identity theories of color), and even an
  eliminativist could maintain that colors are physical but
  uninstantiated by actual objects.
  Moreover, one who held that colors are type-identical with
  non-physical kinds might reasonably be thought of as sharing the
  most important theoretical commitments with some color physicalists
  (whether or not to apply this label to such a view strikes me as
  more or less an unimportant terminological matter).
  The label `physicalism', then, is unfortunate and potentially
  misleading, but by now (lamentably) well-entrenched.
<div class="p"><!----></div>
<a name="tthFtNtAAF"></a><a href="#tthFrefAAF">
<math xmlns="http://www.w3.org/1998/Math/MathML">
<mrow>
<msup><mrow></mrow><mrow><mn>5</mn></mrow>
</msup>
</mrow></math></a>Here I adopt the usual assumption that
  functional types are not physical types.
<br /><br /><hr /><small>File translated from
T<sub><font size="-1">E</font></sub>X
by <a href="http://hutchinson.belmont.ma.us/tth/">
T<sub><font size="-1">T</font></sub>M</a>,
version 3.72.<br />On 17 Apr 2007, 20:37.</small>
</body></html>
