<p>I used to work for a company called Value Line, which is noted for its stock ranking system. Through a number of tests, its statistics department came to the conclusion that it took up to six months for new information (e.g. earnings) to be reflected in stock prices. So they introduced a time decay factor that would reduce the value of information to zero over a six month period in calculating their rankings.</p>

CC BY-SA 3.0
2017-06-17T21:44:53.177Z
2017-06-17T21:44:53.177Z
Tom Au
<p>I believe the answer is that investor cognitive capacities are limited, but the sheer number of investors (and analysts who publish their speculations on market movements and the consumers of that information) aggregate a series of discrete, basically instantaneous reactions that effect an efficient continuous marginal movement.</p>

<p>The reactions to information about earnings is probably more realized in the current price than any time decay model could reflect and over the course of any considerable amount of time will still follow more or less a random walk. Speculation about a new product or new innovations or introduction of new competitors will be the strongest short term drivers of price change</p>

CC BY-SA 3.0
2017-06-18T16:22:36.533Z
But the problem is, even though there are a large amount of investors, they ALL need a certain amount of time to process information. So when a new piece of information comes out, this HAS to take some time longer than mere seconds, as long as the information is complex enough. Because all investors, no matter how many there are, need some time to think through the implications of the new information.
user56834
CC BY-SA 3.0
2017-06-18T15:15:37.357Z
2017-06-18T15:15:37.357Z
user13679
<p>Here is a question that I've been thinking about for a while:</p>

<p>Theoretically, assuming investors are rational, a stock's price will be equal to its its intrinsic value (present value of discounted expected future cash flows). Therefore, when a share's price is $S_t$ at time $t$, and a new piece of information $I_t$ comes in that signals to investors that the expectation of future cash flows should go up, then at time $t+\epsilon$, the share price $S_{t+\epsilon}$ should immediately jump discontinuously to reflect this new fact.</p>

<p><strong>However, in practice, investors' cognitive capacities are limited.</strong> Depending on the complexity of the information, $\epsilon$ could be longer or shorter. </p>

<p>For example, when news of an acquisition comes out, this will have various complex implications, for the stock price of the acquirer, the target company, and the competitors in both their markets. Compare this with the implications of a simple increase in the interbank rate set by the ECB for example, on the exchange rate between the Euro and the dollar. </p>

<p>The second information probably has a more simple effect on the exchange rate, than the first type of information has on the various companies that are involved. </p>

<p><strong>Now my question is: In practice, how long do investors generally take before they've processed complex new information, like the announcement of a lateral acquisition deal?</strong> That is, how long till they've reached a new, relatively stable assessment of expected value?</p>

<p>I've seen data where the exchange rate adjusts literally within a matter of seconds to information about the ECB interest rate. But a reaction to such an acquisition should perhaps take days, instead of minutes?</p>

<stock-market><financial-markets><behavioral-economics>
How long do stock markets usually take to process complex new public information?
user56834
# How long do stock markets usually take to process complex new public information?

(Asked by: username_0 on 2017-06-17)

Here is a question that I've been thinking about for a while:

Theoretically, assuming investors are rational, a stock's price will be equal to its its intrinsic value (present value of discounted expected future cash flows). Therefore, when a share's price is $S\_t$ at time $t$, and a new piece of information $I\_t$ comes in that signals to investors that the expectation of future cash flows should go up, then at time $t+\epsilon$, the share price $S\_{t+\epsilon}$ should immediately jump discontinuously to reflect this new fact.

**However, in practice, investors' cognitive capacities are limited.** Depending on the complexity of the information, $\epsilon$ could be longer or shorter.

For example, when news of an acquisition comes out, this will have various complex implications, for the stock price of the acquirer, the target company, and the competitors in both their markets. Compare this with the implications of a simple increase in the interbank rate set by the ECB for example, on the exchange rate between the Euro and the dollar.

The second information probably has a more simple effect on the exchange rate, than the first type of information has on the various companies that are involved.

**Now my question is: In practice, how long do investors generally take before they've processed complex new information, like the announcement of a lateral acquisition deal?** That is, how long till they've reached a new, relatively stable assessment of expected value?

I've seen data where the exchange rate adjusts literally within a matter of seconds to information about the ECB interest rate. But a reaction to such an acquisition should perhaps take days, instead of minutes?

**Tags:** stock-market, financial-markets, behavioral-economics


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## 2 answers

### Answer by username_1 on 2017-06-17. Score: 1

I used to work for a company called Value Line, which is noted for its stock ranking system. Through a number of tests, its statistics department came to the conclusion that it took up to six months for new information (e.g. earnings) to be reflected in stock prices. So they introduced a time decay factor that would reduce the value of information to zero over a six month period in calculating their rankings.


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### Answer by username_2 on 2017-06-18. Score: 0

I believe the answer is that investor cognitive capacities are limited, but the sheer number of investors (and analysts who publish their speculations on market movements and the consumers of that information) aggregate a series of discrete, basically instantaneous reactions that effect an efficient continuous marginal movement.

The reactions to information about earnings is probably more realized in the current price than any time decay model could reflect and over the course of any considerable amount of time will still follow more or less a random walk. Speculation about a new product or new innovations or introduction of new competitors will be the strongest short term drivers of price change

> **Comments:**
> **username_0**: But the problem is, even though there are a large amount of investors, they ALL need a certain amount of time to process information. So when a new piece of information comes out, this HAS to take some time longer than mere seconds, as long as the information is complex enough. Because all investors, no matter how many there are, need some time to think through the implications of the new information.  

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