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Are stock prices reversible in time?

While backtesting an algorithm with specific tickers, I want to avoid the possibility of banking on a specific trend. I thought it might be a great idea to backtest each of my algorithms in forward as well as backward in time. But then I thought -- maybe this changes stock characteristic?

For example, I'd like to see how my algorithm will work will AAPL. But I don't want to overspecialize on the fact that it has been generally rising since forever. So I want to also test the algorithm if time was reversed, i.e. how much would I lose if the trend was reversed? But I'm not sure how representative it would be.

So the question is: are stock price distributions reversible in time?

I am really new to this website and investing in general. I apologize if this is a stupid question.

3 responses

Answering my own question, answer appears to be a clear NO: https://www.fields.utoronto.ca/programs/scientific/10-11/FMIPW10/TimeReversibility.pdf

The short answer is no. Interest rates are for example usually modeled by a mean reverting process (Vasicek, CIR, etc.), whereas equity prices are usually modeled by a geometric brownian motion without mean reversion.

Thanks!