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"The faster the price discovery, the shorter the validity time. This means a more accurate price."

A continuous market price is an illusion; let's not forget that. Every market is made up of trades, which are discrete, and every price has an unstated amount of uncertainty, which may be large by any standards. You can't know from first principles whether a change in quoted price is even a change in the market, because it could be within the +/- range that's implicit. Apple is quoted to the nearest penny, at least, but the idea that the current price is accurate to within 0.004% is ridiculous.

Edit:

"Fischer Black famously defined an efficient market as β€œone in which price is within a factor of 2 of value, i.e., the price is more than half of value and less than twice value,”

...I hadn't heard this before Matt Levine mentioned it, but I was like "yeah, obviously, why haven't most people gotten the message?"

But: "BNP Paribas...said [Saudi] Aramco was worth exactly $1.424394 trillion."

I wonder which particular millisecond that held for.

Edit Edit: The market has a whole (mostly) unseen dimension other than uncertainty, which is depth. You can only buy or sell so many shares at the instantaneous market price. Further away, there may be orders, but the price of the whole company is going to be way outside of that. The shorter the timescale, the shallower the "market" so you can't just say we're making progress by doing things faster. It's like when research lasers are said to make unbelievable power, but it's like for a femtosecond or something. Liquidity, in my mind, requires depth, just as with water.




I don't believe liquidity necessarily has anything to do with efficiency, but more liquidity can never hurt. Even if the price of every stock right now is 100x what it should be, I still want lower spreads.

And to address your concerns about depth, I believe that's where market makers (which are related to HFT) come in.


Everything is about costs and benefits. It doesn't make sense to say "I want an improvement in X, no matter how small" without regard to cost, because as X becomes tiny, a very small cost could mean a net loss to society, and multiplied by lots of people, is a large loss.

Look at gas stations. If people are spending $1 driving around to save $0.10, then that's not good and at least public policy shouldn't encourage it.




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