Just imagine if you were having a discussion with someone who said that the world is made of numbers. And you picked up a rock and said, so, this rock is made of numbers? And they said, sure. And you said, that's absurd. How could a rock be equal to 1+1, for example? They're completely different kinds of things. And they went off on a riff about how science has shown that all is number, and whenever you tried to point out the non-numerical aspects of reality, they'd just subsume that back into the all-is-number reductionism, and they'd stubbornly insist that, even if the rock was not equal to 1+1, it might be equal to some other numbers, and besides, what other sort of things could there be, besides numbers?

For me, the idea that <red> is identical to some arrangement of particles in space is just like saying that 1+1 is a rock. The gulf between the nature of the allegedly identical entities is so great that the problem with the assertion ought to be obvious. In a sprinkling of point objects throughout space, where is the color? It's really that simple. It's just not there. It's not intrinsically there, anyway. You might propose that redness is a property of certain special configurations, but when you say that, you've embarked upon a form of dualism, property dualism. It's a dualism because on the one side, you have properties which are intrinsic to a geometrically defined situation, like distances and angles and shapes; and on the other side, you have properties which are logically independent of the geometric facts and have to be posited separately. For example, the existence of color experiences, or indeed any kind of experiences, in a brain.

In other words, the onus is on you to explain just what you think the connection is between arrangements of particles in space (e.g. a brain), and experiences of color. I have my own answer, but I want to hear yours first.