I am certain chess is a draw with optimal play, and I have justification.
I (and nearly everyone who plays chess) assumes chess is a draw with best play, and they can give reasonable arguments for that.
True. It should, of course, be a draw, due to how symmetrical the starting position is.
Not at all a good reason. And it's not symmetrical! White has the move. There are many games which are as symmetrical (in the loose sense) but which are won by one side. For example, Nim with any set of sizes to start. In this game, the first player wins in most starting positions and the second player wins in a subset of positions with a special property.
Even in 960, the two sides mirror each other.
This is why I've thought it would be far more interesting for a chess variant where each color has their starting position randomized (just as in Fischer Random) ... but each color's arrangement is independent of the other.
Have you not heard that this is one of the more popular alternative variants?
This would certainly reduce the number of draws, I believe ... and would make memorization and theory virtually irrelevant.
Chess960 is plenty adequate for that. You only see the same starting position in 1 in 960 games, so learning a bit of theory about each is probably already scarcely possible!
I'm sure others have thought of this (or a similar idea) as well ...
Good guess!
I have no issue with your premise. You should fix your example position, though...read up on king and rook placement for Chess960.
Ah, thanks for the guidance. I had to look it up.