| Projected Annual Return (%) | |
| Spain | 19.0% |
|---|---|
| Singapore | 18.3% |
| Italy | 17.2% |
| Australia | 15.9% |
| Netherlands | 13.6% |
| France | 9.9% |
| Japan | 9.1% |
| UK | 8.8% |
| Sweden | 7.9% |
| Canada | 6.4% |
| Switzerland | 6.2% |
| Korea | 5.1% |
| USA | 4.0% |
| Germany | 2.5% |
Emerging Market: | |
| China | 29.2% |
| India | 17.8% |
| Indonesia | 14.6% |
| Brazil | 14.3% |
| Mexico | 3.2% |
| Russia | 1.6% |
Where Are We with Global Market Valuations?
Before we start, we would like to point out that at the left sidebar of this page you can find the implied future returns of the world’s 18 largest stock markets, sorted from the highest return to the lowest for developed markets and emerging markets.
Since we published the market valuation and implied future return based on the percentage of total market cap (TMC) relative to the U.S. GNP, it has served as a good indicator for the overall market valuation of the U.S. stock market. We have also added the Shiller P/E page, which looks at the market valuation from a normalized earnings perspective, and gives similar conclusions on overall market valuations and future market returns.
Those two pages have served the U.S. market very well. However, a lot of users asked us about the international market. Indeed, sometimes investors are better served to invest internationally. The purpose of this page is to provide an overview of the stock market valuations of the 18 largest economies in the world. The indicator we use is still the percentages of the total market caps of these countries over their own GDPs.
As pointed out by Warren Buffett, the percentage of total market cap (TMC) relative to the U.S. GNP is “probably the best single measure of where valuations stand at any given moment.” Unlike the U.S. market, the histories of the data for other countries are not long enough to provide a more accurate projection of future returns. But still we believe that this page can give a good idea on where the market stands currently with overall valuations.
Before we get into the details of how we arrived at our results, these are the implied returns of the stock market worldwide, including both developed markets and emerging markets, as displayed in the left sidebar. This page is updated daily.
Assumptions about Finding out the Implied Future Returns of the Stock Market
We have discussed in great detail how to calculate the future returns of the market for the U.S. market. The principle is the same for the stock market. Three factors contribute to future market returns. These three factors are:
Total investment return is given by:
Investment Return (%) = Dividend Yield (%)+ Business Growth (%)+ Change of Valuation (%)
Data Sources:
The details of the indexes we used for different countries are in the page for each country. Click on the country’s name on the left sidebar to check out.
Error Sources:
The sources of errors are from the assumptions:
How to interpret the data:
If we have less than 20 years of data, the history of the data is certainly too short for an accurate prediction of future returns. The current ratio of market cap over GDP in this page gives you an idea on where the market stands from historical perspective.
We may not come to an accurate projection for future returns, especially for emerging markets. But we believe that this page can give us a good idea on where we stand for different countries in terms of historical market valuations.
Detailed Data and Discussions:
This page presents the market valuation of the 18 largest economies in the world. The market valuation is measured by the ratio of total market cap to GDP. These are the GDPs in U.S. dollars for these countries. Original GDP data was in each country’s national currency. They are converted into the U.S. dollar using the exchange rate of January 2012.
As listed, the U.S. has the largest economy, followed by China, Japan, Germany, France, etc. The market cap of the U.S. is also the largest, as of January 2012. However, the market caps of other countries do not display as monotone a decline as the GDP, as shown in the chart below:
As the results, the ratio of the total market cap over GDP for the countries from the largest economy to the smallest is shown below:
Putting your mouse over the columns of the chart you will find the exact current total market cap over GDP ratios for each country. We can see that the ratio varies dramatically across different countries. Historically these ratios swing wildly. For instance, the ratio of total market cap over GDP climbed to 355% in 1989, when Japan’s economy was booming and nothing could stop the country of the rising sun. But the ratio sank to as low as 60% in 2003 and 2009, when the country of the rising sun seemed to have plunged into permanent darkness. The chart below is the current ratio of total market cap over GDP and its historical range. It is also listed in the table at the left side of the chart. The data is updated daily.
| Country | GDP ($Trillion) | Total Market/GDP Ratio (%) | Historical Min. (%) | Historical Max. (%) | Years of Data | Country ETF |
|---|---|---|---|---|---|---|
| USA | 15 | 92.4 | 35 | 149 | 42 | SPY |
| China | 7.25 | 60 | 56 | 322 | 12 | MCHI |
| Japan | 6.1 | 70 | 56 | 366 | 28 | EWJ |
| Germany | 3.21 | 39 | 14 | 55 | 21 | EWG |
| France | 2.51 | 60 | 54 | 183 | 22 | EWQ |
| UK | 2.29 | 112 | 83 | 222 | 28 | EWU |
| Brazil | 2.19 | 54 | 26 | 108 | 15 | EWZ |
| Italy | 2.02 | 10 | 10 | 35 | 9 | EWI |
| Russia | 1.68 | 44 | 22 | 142 | 8 | ERUS |
| Canada | 1.67 | 110 | 84 | 167 | 12 | EWC |
| India | 1.66 | 63 | 41 | 165 | 15 | I98.SG |
| Australia | 1.47 | 102 | 94 | 229 | 12 | EWA |
| Spain | 1.38 | 54 | 54 | 194 | 19 | EWP |
| Korea | 1.13 | 90 | 36 | 140 | 15 | EWY |
| Mexico | 1.02 | 39 | 12 | 46 | 21 | EWW |
| Indonesia | 0.79 | 49 | 19 | 71 | 15 | EDIO |
| Netherlands | 0.77 | 68 | 51 | 251.5 | 20 | EWN |
| Switzerland | 0.59 | 208 | 84 | 431 | 22 | EWL |
| Sweden | 0.51 | 97 | 63 | 159 | 11 | EWD |
| Belgium | 0.48 | 92 | 79 | 148 | 2 | EWK |
| Singapore | 0.26 | 136 | 92 | 418 | 25 | EWS |
Historical minimum and maximum, and current ratio of total market cap over GDP
As we discussed above, the total returns of the future market come from three factors: GDP growth, dividend yield and change of overall market valuation. Assuming the market valuation will revert to the historical mean, the contributions from each component are listed in the table. The countries are separated into developed market and emerging market. Only the countries that have at least 10 years of data are displayed.
Contributions from GDP Growth
These are the past GDP growth rate of these countries. Apparently developing countries had much faster growth than developed countries. This may over-estimate the future returns of the emerging market.
Contributions from Dividend Yield
The average of the dividend payment of the country ETFs over the last five years was used to estimate the dividend yield. Yield is calculated by dividing the dividend by the current prices of the corresponding ETFs.
Contributions from Valuation Reverse to the Mean
Assuming the market valuation will reverse to the mean over the next 8 years, these are the contribution from mean reversion of the market valuation.
Again, these are the total returns from all the three components for these countries:
We can clearly see that for the emerging market, the contribution from economic growth is much higher than in the developed market. For instance, the average growth for China’s economy is more than 16% a year for the eight-year period before 2012; India’s economy averaged about 15% of growth a year. These high growth rates contributed to the future returns substantially.
But on the other hand, the economic growth of these countries cannot continue at these rates forever. They may slow down drastically in the future. Considering these factors and the shorter history of data, we believe that the implied returns for the emerging market carry much higher uncertainty.
On the other hand, the projection for developed countries should be much more reliable, especially when we have a longer history of data available. The U.S. market valuation page has done a decent job in predicting the future returns of the U.S. market.
Click on the country on the left sidebar to check out the details for each country.
Comments
It has been updated. thank you for pointing it out.
We will look to see if we can something to turnovers.
Sorry to bother you again. I am Chief Officer on Cruise Ship and I have not too much idea about investment. I invested lump sum impulsively March, April 2009 during the market panic sell off. American passenger gives me this advice.....to jump when is a blood on the streets.....and when the market is at the bottom...
Could you please give some realistic % of return for the next 27-30 years?
Thank you again and I wish you a safe and successful journey in the investment world.
Best regards,
Tony
$80,000 growing at 15% for 27 years will be $3.5 million.
Of course the real question is if it can grow that much.
GuruFocus.
I have 34,000.00 $ invested Fidelity Greater China Fund [www.fidelity.com.sg]
and 46,000.00 $ in Fidelity Pacific Fund [www.fidelity.com.sg]
Total Pacific Region invested -80,000.00 $
I calculated average 15.42 % return as per your: Projected Annualized Market Return (%) China, Singapore, Australia, Japan, Korea, India, Indonesia.
Could please calculate approximately how much I will have after 27 years when I plan to retire.
Let say inflation 4.5% per year. I think net (real) return would be 10.9% per year or I am something wrong.
Thank you for your reply.
Occasionally it's been my habit to check the TMC/GDP data from the World Bank, here: [data.worldbank.org]
For some countries (eg Australia) they have a longer data series which gives a different picture of "normal". Maybe some of your expected returns are optimistic (because of high "normals")?
With PE/10, we will need the earning data and the historical inflation rate in these countries. We cannot find the data. If you know where to find them, please let us know.
We use 8 year as the length of the market cycle.
Thanks!
GuruFocus.
2. It's also quite important to use factors like the PE/10 or Shiller PE, because different countries may have fairly different baselines fr stock-market to GDP. Germany would probably rank higher on that measure too.
3. Singapore is unlikely to grow at 8% pa going forward - closer to 3-5% pa.
4. One component of the valuation is the return to the 'noamrl' valuations, in which case a key determinant is the time taken to reach 'normal' valuations - what's the time horizon you're using?
Congratulations. As an Australian who buys local and global stocks, this is a very welcome addition to the site and one I will use often to assist me in buying and selling undervalued stocks.
Regards
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