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Not quite logical. "All publicly available information and techniques are effectively already in the market price, because there's no way for the individual trader to reliably compete against the resources and access of the collective competition including the bigger players." The...

What is a reliable method that can be applied to past price action to determine a usefully large positive or negative number d such that (p1-p0)>=d, where p0 is the current market price and p1 will be the market price in the near future? I'm looking for your answer to be posted here in plain...

Sounds good. First you tell me how to posit a proof without making an assertion.

Yeah, there's a Gilligan's Island rerun about something like that.

Okay.

Your fantasy life doesn't interest me.

I did so already. Now pick up the ball and run with it.

Agreed, the criterion of "publicly available" is not essential to the concept.

All publicly available information and techniques are effectively already in the market price, because there's no way for the individual trader to reliably compete against the resources and access of the collective competition including the bigger players.

There is no such system. This one calls for more math and less "magic."

Congratulations on your success. What I'm looking for is a formulation of method aside from the luck that keeps the rare practitioner of an essentially random system from going broke.

What is a reliable, publicly available method that can be applied to past price action to determine a usefully large positive or negative number d such that (p1-p0)>=d, where p0 is the current market price and p1 will be the market price in the near future? I'm looking for your answer to be...

The question is now substantively in its final form.

Do you have an improvement to suggest?

And now a restatement of the challenge question as consolidated from several posts: What is a reliable, publicly available method that can be applied to past price action to determine a usefully large positive or negative number d such that (p1-p0)>=d, where p0 is the current market price and...

Hey you, one of the so-far-above-the-foolishness-of-it-all. After your previous retreat, maybe you have rested and are up to the following: What is a reliable, publicly available method that can be applied to past price action to determine a usefully large positive or negative number d such...

Who answered and what are the page numbers?

Limited edition "Freak Out" version: What is a reliable, publicly available method that can be applied to past price action to determine a usefully large positive or negative number d such that (p1-p0)>=d, where p0 is the current market price and p1 will be the market price in the near...

Perhaps you have a smart response to the question in my previous post.

New and improved version: What is a reliable method, composed entirely of publicly available techniques, that can be applied to past price action to determine a usefully large positive or negative number d such that (p1-p0)>=d, where p1 is a near-future price and p0 is the current market...