Shiny Things
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Well, if u are interested, u can try looking into this idea of the strange attractor in chaos mathematics, it's really interesting, a chaotic system has a strange attractor where states around it is always attracted and inevitably attracted to it, and that may mean, up to a point the markets are random and noisy in the short terms but inevitably goes somewhere in the long term
Hang on, hang on. I'm getting a bit out of my depth here, because this is getting into quant-land, but I wanted to pull you up on this. You're just trying to generate some useful out-of-sample data to test a trading system. Saying "let's use chaos mathematics!" seems like you'd be adding a lot of unnecessary complexity.
If you're trying to say "short-term moves are random but long-term moves are trended", couldn't you save a hell of a lot of time and model complexity by using a garden-variety random walk with a nonzero drift term?
Also help me out, I'm a little bit confused by this:
CookieMonsta88 said:average the position while keeping the put ratio 2 to 1 to spot so jta a long straddle and then if possible sell 1 put 1 call and become a box spread and just let it expire worthless
I've missed something blindingly obvious here. A box spread is two synthetic forwards at different strikes. If you start off long 2 puts at the same strike, and then you sell a put and a call, you're not going to end up with a box spread no matter what strikes you use.
Can you walk me through this?
