ASLEEP @ THE COLOURWHEEL: ..one of the biggest mistakes I have reconnoitered.
The intended inclusion of three primary colours is a failure. The primary colours of the colour-wheel are RED, YELLOW and BLUE ..not red, green and blue.
An entire subset of quantum mechanical properties needs to be defined correctly.
There is work here for an entire career.
As a left-handed individual, I am certain that yellow + blue = green.
Where is Orange? ..what happened to the secondary colour that is the complementary of blue?
By the end of the day I should know who is responsible for the scientific journal publication ..HOW IN THE WORLD did so many peers not catch the mistake before nor post publication?
Good thing I caught this, Scotty was going to beam half of me to oblivion.
If we really think colour-coding helps express the relationships, we can switch green and yellow while omitting light blue (cyan) for orange.
In more tangible terms these two logical groupings are RED, ORANGE, YELLOW and GREEN, BLUE, PURPLE (by similarity, proximity of light frequencies).
RED, YELLOW, BLUE (primaries), GREEN, PURPLE, ORANGE (secondaries) respectively, where complementaries in both groupings align.
..work for an entire career? ..maybe it is just a breakfast puzzle.
I can sort this, I am not sure that colour should represent quantum mechanical interaction ..though I see what the author/s had intended.
Unless there are direct observed correlations between quarks and colours ..I propose there exists a more logical way to express the intended quantum mechanical interaction without violating colour-based logic.
Here is the initial proposition for colour-coding of quarks that also respects colour-interactions. There also exists a colour frequency based method of objectifying quarks while subjectifying their interactions, using the sum of two primary colours that would accurately express the resulting particle/state of a secondary colour.
What colour is the GROUND STATE by colour-mixing based logic? ..BROWN (interaction of complemetary colours).
Given three quarks and anti-quarks...
I believe I can solve this, for representing quantum mechanical interactions while respecting colour-based logic.
