In an efficient market place
all known information is reflected within the share price which will
essentially rise when good news is released and fall if bad news is released -
but is this currently being achieved in reality? A current example which I am
going to use to answer this question is the BT and EE acquisition. It was
confirmed last week that BT, the UK ’s
largest telecoms and broadband network, had acquired Britain ’s largest mobile phone
network EE. The £12.5bn deal was completed on Thursday (5th February) following
several weeks of speculation as to whether a move was going to take place
(Financial Times, 2015).
The Efficient Market
Hypothesis (EMH) implies that a company’s share price will fully reflect all available
information, such that when new information is released it is incorporated into
a share price rapidly and rationally (Basu, 1977). This therefore implies that
investors undertaking statistical analysis into stock prices, in no way can
“beat the market” and make higher returns as everyone has access to all current
information and this is immediately reflected in the share price.
So was the market efficient
in incorporating BT's announcement of the EE acquisition into the share price?
Figure 1: Share price reactions to information announcements (Arnold , 2013)
As shown in Figure 1, in a
perfectly efficient market as soon as BT’s announcement of the EE acquisition
was made, the share price would change rapidly, either rising or falling
depending as to whether investors perceived this as good or bad news. This
therefore suggests investors make quick and rational decisions. However in
reality this is generally not the case and there are a number of reactions
which could happen (lines 1-4). So what reaction did the market take for BT? On
24th November 2014 BT's share price (Figure 2) rose suggesting that investors
anticipated that BT was going to make a move which they perceived as a good
decision for the company - this follows line 2 in the above figure. This was
due to speculation within the news that BT could potentially be acquiring
either EE or 02. This explains why following the official announcement last
week the share price did not change significantly - the market had already anticipated
this information and so it was already incorporated into the share price. This
suggests that the market is not perfectly efficient and therefore goes against
the EMH.
Kendal's (1953) theory of
“random walks” suggests that share prices reflect all known information, they
changed in a completely random fashion and consequently past performance cannot
be used in any way to predict the future performance of a company (Agwuegbo et
al, 2010). Looking at BT’s share price I agree with Kendal's theory as following
the speculation of an acquisition in November the share price increased. Prior
to this information being released I believe it could not have been predicted
as to what direction the share price would have moved in. Likewise, news is
completely random - how can people predict what is coming and consequently
whether the share price would rise or fall?
However a challenge to
Kendal's theory is that currently there are very highly paid jobs - chartists,
for example, who aim to forecast future stock market trends based on past share
price movements. Is this the case or it is simply just luck?!
Fama (1970) extended the
random walks theory and identified three forms of efficiency; weak (past
information), semi-strong (past and publically available information) and
strong (all information - both public and private) form. The most likely and
most justified form of efficiency for the
It has been identified
however that there are anomalies in the stock market which suggests that there
are occasions where it can be predicated, thus at these time it is inefficient.
For example, the time of the day and month effect where at particular times it
has been found that investors can achieve abnormal returns despite information
being already publically available.
Furthermore, one of the key
criticisms of the EMH is that occasionally investors make errors which may
result in share prices deviating significantly from its true value - this is
behavioural finance. The EMH implies that investors are rational however
behavioural finance suggests they are not. For example, in reality emotions can
influence how an individual acts and because of this do not always make
rational decisions. An example of this is when investors are overconfident which
can lead to an overreaction. This could explain the early rise in BT’s share
price before the official announcement was made. It could be argued that
investors were overconfident as they invested purely based on speculation – it
was not certain that BT were going to acquire one of the companies and if they
did there was no indication that it was going to work out well. It will be
interesting to reflect on this in a few years time to determine whether it was
a good thing that they were overconfident - is it working well? Are investors
getting returns? Because of these anomalies and behavioural finance it is
difficult to argue that stock markets are perfectly efficient and therefore
challenges the EMH.
As discussed in my previous
blog, shareholder owned companies generally follow the guiding objective of
maximising shareholder wealth where executives should act with this in mind and
therefore make decisions in order to achieve this. However, if the market is
inefficient and shareholders act irrationally then this objective is
unachievable and pointless - how will managers know what decisions they have to
make to increase shareholder wealth? The rise in BT's share price suggests
investors were rational and implies the goal of shareholder wealth maximisation
is achievable. Additionally, the increased share price suggests the acquisition
has maximised shareholder wealth and therefore appears to be a good decision
made by the executives. I believe shareholders will take the view that the
company is getting into a new market with a well-known and established company
who already has the knowledge of what it takes to succeed. Furthermore there is
potential to grow, for example BT can now sell packages which include mobile,
and maximise the long-term value of the company.
In summary, I believe the stock
market cannot be predicted and share price movements are completely random.
This is because news cannot be predicted and therefore you can never truly know
how the share price will change until news is released. For BT I think the
market is of semi-strong form as the share price rose indicating that investors
reacted promptly and rationally. Whilst there was an early reaction, which at
first could have been interpreted as investors beating the market or being
overconfident, this was due to the speculation that something was going to
happen. Because of this and in answer to the question I posed at the beginning
- is an efficient market achieved in reality? - Whilst I believe the stock
market is far from inefficient, it is not perfectly efficient - and after all,
we don't live in a perfect world!
References
Agwuegbo, S. O. N., Adewole, A. P. & Maduegbuna, A. N. (2010). A random walk model for stock market prices.
Journal of Mathematics and Statistics, 6(3), 342-346.
doi:10.3844/jmssp.2010.342.346
Arnold,
G. (2013). Corporate financial
management. (5th ed.). Harlow: Pearson
Basu, S. (1977). Investment
performance of common stocks in relation to their price-earning ratios: A test
of the efficient market hypothesis. The Journal of Finance, 32(3),
663-682. Retrieved from http://web.a.ebscohost.com/ehost/search/
Fama, E. F. (1970).
Efficient capital markets: A review of theory and empirical work. The
Journal of Finance, 25(2), 383-417. doi:10.1111/j.1540-6261.1970.tb00518.x
Financial Times (2015). BT seals £12.5bn deal to buy EE.
Retrieved 10th February 2015, from http://www.ft.com/cms/s/0/9a74a0ec-ac6c-11e4-9aaa-00144feab7de.html#axzz3RL5gLwDx
London Stock Exchange
(2015). BT.ABT GROUP PLC ORD 5P. Retrieved 10th
February 2015, from http://www.londonstockexchange.com/exchange/prices-and-markets/stocks/summary/company-summary.html?fourWayKey=GB0030913577GBGBXSET1
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