The word "colour" hides two completely different ideas
When physicists say a quark comes in three "colours," they do not mean red, green and blue. The strong force—the force that binds quarks together inside protons and neutrons—needed a name for its charge, and "colour" was adopted "for lack of a better name" [2]. With six known quarks each coming in three colours, that gives eighteen quark types in all [2]. This is a bookkeeping label for a physical property, in the same spirit as electric charge.
The colour of a ripe tomato is a different matter. One philosophical treatment frames colour as "the place where our brains and the universe meet," quoting the painter Cezanne [4]. On that view, colour is not simply out there in the world waiting to be found; it is produced in the encounter between a perceiver and physical reality. That makes ordinary colour a poor candidate for a fundamental property of the universe, even while physicists' colour charge remains a serious one.
Why physicists treat colour charge as basic
Colour charge sits alongside other basic properties that describe what particles are and how they interact. One conceptual framework reports that a particular set of positive and negative properties aligns with the colour charge structure of protons, capturing both how charge is distributed and how the particle is bound together [3]. That is a proposed mapping rather than an established result, but it illustrates the role colour charge plays: it is used to explain why protons hold together at all.
A more ambitious proposal goes further. In the Infinite-Dimensional Wave Theory, all matter and forces emerge from a single field, and properties such as colour charge, chirality and gauge symmetries are presented as necessary consequences of the geometry of hidden dimensions [5]. If that framework were correct, colour charge would not be an add-on but a built-in feature of the universe's structure. The theory is explicitly offered as falsifiable—it predicts, for instance, that neutrinos are their own antiparticles—so this remains a claim awaiting test, not a settled finding [5].
Is describing the universe the same as being part of its furniture?
There is a quieter question underneath: even if colour shows up in our best descriptions of the world, does that make it fundamental? One paper notes that judgements about ordinary objects—their shapes and colours—can be perfectly true, and that such judgements provide descriptions of the universe we find indispensable [1]. Indispensable for us, though, is not the same as irreducible in nature. A description can be enormously useful without picking out a basic ingredient of reality.
Put the pieces together and the answer splits cleanly. Colour charge is treated as a fundamental property in particle physics, doing real explanatory work in how quarks and protons are described [2][3], with one speculative framework deriving it from geometry outright [5]. Perceived colour is better understood as a product of brains encountering the world [4], and the fact that colour judgements are indispensable to our descriptions [1] tells us about our descriptions, not about the universe's deepest layer. So the honest answer is: one kind of colour is a candidate for fundamental status, the other almost certainly is not.
Sources used in this answer
The universe as we find it
Judgements about ordinary objects' shapes and colours can be perfectly true and provide descriptions of the universe that we find indispensable.
The accidental universe
The strong charge is called "colour" for lack of a better name, and the six known quarks come in three colours, giving eighteen quark types.
The Conceptual Framework for a Fine-Structure (α) Prime Number-Based Universe
A proposed conceptual framework's combined positive and negative property sets align with the colour charge structure of protons, capturing charge distribution and binding.
The colours of things
Colour is characterized as the meeting point between brains and the universe, rather than a property residing in the world alone.
Infinite Dimensional Wave Theory
In the Infinite-Dimensional Wave Theory, colour charge, chirality and gauge symmetries are presented as necessary consequences of hidden-sector geometry, with falsifiable predictions such as Dirac neutrinos.
