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Equity Market Valuation Update

Our equity market valuation analysis rests on two fundamental assumptions. The first is that the long term real equity risk premium is 4.0% per year. The second is the average rate of productivity growth an economy will achieve in the future. As described in our June 2003 Issue, we use both high and a low productivity growth assumptions. Given these assumptions, here is our updated market valuation analysis at the end of November, 2004:

Country
Real Risk Free Rate Plus Equity Risk Premium Equals Required Real Rate of Return on Equities Expected Real Growth Rate* Dividend
Yield Equals
Expected Real Equity Return**
Australia 2.70% 4.00% 6.70% 4.90% 3.63% 8.53%
Canada 2.19% 4.00% 6.19% 2.10% 1.89% 3.99%
Eurozone 1.67% 4.00% 5.67% 2.50% 2.72% 5.22%
Japan 0.60% 4.00% 4.60% 2.70% .99% 3.79%
U.K. 1.71% 4.00% 5.71% 2.50% 3.24% 5.74%
U.S.A. 1.77% 4.00% 5.77% 4.50% 1.70% 6.20%
*High Productivity Growth Scenario. See Asset Class Review, in our June 2003 Issue, for details of both productivity growth scenarios
for each region.
**When required real equity return is greater than expected real equity return, theoretical index value will be less than actual index value - i.e.,
the market will appear to be overvalued.

Country
Implied Index Value*
Current Index Value
Current to Implied Value Under High Growth Scenario**
Current to Implied Value Under Low Growth Scenario
Australia 202.12 100.00 49% 77%
Canada 46.26 100.00 216% 269%
Eurozone 85.89 100.00 116% 172%
Japan 55.06 100.00 182% 283%
U.K. 101.09 100.00 99% 145%
U.S.A. 134.18 100.00 75% 133%
*High productivity growth scenario. ** Values below 100% indicate undervaluation; more than 100% indicates overvaluation.

Our valuation estimate is based on the relationship between the returns an equity market is expected to supply, and those investors are likely to demand. The rate of return the equity market is expected to supply in the future equals current dividend yield plus the expected rate of real long-term economic growth. To be sure, changes in the market price/dividend (or price/earnings) ratio also affect the returns supplied. However, because this is driven by psychological factors which we have no basis for predicting, we do not include future price/dividend ratio changes in our analysis.

We define the future equity market return that investors demand to be equal to the current yield on long term real return bonds, plus a four percent long term equity market risk premium. As you can see, the good news is that two of the factors in our model -- current dividend yields and the real bond return -- are easily obtained from the daily paper. The bad news is that the other two -- the expected rate of dividend growth and the "correct" equity market risk premium -- are two of the most contentious issues in finance. However, if you assume that an equity market is currently in equilibrium (that is, neither under or overvalued), by assuming a value for one of these variables, you can derive an estimate of the market's current expectation for the other. Specifically, the market's current implied rate of future dividend growth equals the current real bond yield plus the four percent equity market risk premium less the current dividend yield. Similarly, the market's current implied equity market risk premium equals the current dividend yield plus our estimated future growth rate less the current real bond yield. These estimates are shown in the following table:

Country
Current Dividend Yield Current Real Bond Yield Implied Future Real Growth Rate Assuming 4% ERP Implied ERP, Assuming Low Future Growth Scenario Implied ERP, Assuming High Future Growth Scenario
Australia 3.63% 2.70% 3.07% 4.83% 5.83%
Canada 189% 2.19% 4.30% 0.80% 1.80%
Eurozone 2.72% 1.67% 2.95% 2.05% 3.55%
Japan 0.99% 0.60% 3.61% 2.19% 3.19%
United Kingdom 3.24% 1.71% 2.47% 2.54% 4.04%
United States 1.70% 1.77% 4.07% 3.43% 4.43%

Our bond market valuation update is based on the same supply and demand methodology we use for our equity market valuation update. In this case, the supply of future fixed income returns is equal to the current nominal yield on ten-year government bonds. The demand for future returns is equal to the current real bond yield plus the historical average inflation premium (the difference between nominal and real bond yields) between 1989 and 2003. To estimate of the degree of over or undervaluation for a bond market, we use the rate of return supplied and the rate of return demanded to calculate the present values of a ten year zero coupon government bond, and then compare them. If the rate supplied is higher than the rate demanded, the market will appear to be undervalued. This information is contained in the following table:

Country
Current Real Rate Average Inflation Premium
('89 - '03)
Required Nominal Return Nominal Return Supplied (10 year Gov't) Return
Gap
Asset class Over or (Under) Valuation, based on 10 year zero
Australia 2.70% 2.96% 5.66% 5.23% -0.43% 4.12%
Canada 2.19% 2.40% 4.59% 4.46% -0.13% 1.21%
Eurozone 1.67% 2.37% 4.04% 3.79% -0.25% 2.41%
Japan 0.60% 0.77% 1.37% 1.45% 0.08% -0.81%
U.K. 1.71% 3.17% 4.88% 4.59% -0.29% 2.76%
U.S.A. 1.77% 2.93% 4.70% 4.36% -0.34% 3.28%

It is important to note that this analysis looks only at ten year government bonds. The relative valuation of non-government bond markets is also affected by the extent to which their respective credit spreads (that is, the difference in yield between an investment grade or high yield corporate bond and a government bond of comparable maturity) are above or below their historical averages (with below average credit spreads indicating potential overvaluation).

Finally, for an investor contemplating the purchase of foreign bonds or equities, the expected future annual percentage change in the exchange rate is also important. Study after study has shown that there is no reliable way to forecast this. At best, you can make an estimate that is justified in theory, knowing that in practice it will not turn out to be accurate. That is what we have chosen to do here. Specifically, we have taken the difference between the yields on ten- year government bonds as our estimate of the likely future annual change in exchange rates between two regions. This information is summarized in the following table:

Annual Exchange Rate Changes Implied by Bond Market Yields

From
To A$ To C$ To EU To YEN To GBP To US$
A$ 0.00% -0.77% -1.44% -3.78% -0.65% -0.87%
C$ 0.77% 0.00% -0.67% -3.01% 0.13% -0.10%
EU 1.44% 0.67% 0.00% -2.34% 0.80% 0.57%
YEN 3.78% 3.01% 2.34% 0.00% 3.14% 2.91%
GBP 0.64% -0.13% -0.80% -3.14% 0.00% -0.23%
US$ 0.87% 0.10% -0.57% -2.91% 0.23% 0.00%

Sector and Style Rotation Watch

The following table shows a number of classic style and sector rotation strategies that attempt to generate above index returns by correctly forecasting turning points in the economy. This table assumes that active investors are trying to earn high returns by investing today in the styles and sectors that will perform best in the next stage of the economic cycle. The logic behind this is as follows: Theoretically, the fair price of an asset (also known as its fundamental value) is equal to the present value of the future cash flows it is expected to produce, discounted at a rate that reflects their relative riskiness. Current economic conditions affect the current cash flow an asset produces. Future economic conditions affect future cash flows and discount rates. Because they are more numerous, expected future cash flows have a much bigger impact on the fundamental value of an asset than do current cash flows. Hence, if an investor is attempting to earn a positive return by purchasing today an asset whose value (and price) will increase in the future, he or she needs to accurately forecast the future value of that asset. To do this, he or she needs to forecast future economic conditions, and their impact on future cash flows and the future discount rate. Moreover, an investor also needs to do this before the majority of other investors reach the same conclusion about the asset's fair value, and through their buying and selling cause its price to adjust to that level (and eliminate the potential excess return).

We publish this table to make an important point: there is nothing unique about the various rotation strategies we describe, which are widely known by many investors. Rather, whatever active management returns (also known as "alpha") they are able to generate is directly related to how accurately (and consistently) one can forecast the turning points in the economic cycle. Regularly getting this right is beyond the skills of most investors. In other words, most of us are better off just getting our asset allocations right, and implementing them via index funds rather than trying to earn extra returns by accurately forecasting the ups and downs of different sub-segments of the U.S. equity and debt markets. That being said, the highest year-to-date returns in the table give a rough indication of how investors employing different strategies expect the economy to perform in the near future. The highest returns in a given row indicate that most investors are anticipating the economic and interest rate conditions noted at the top of the next column. Similar returns in multiple columns (within the same strategy) indicate a relative lack of agreement between investors about the most likely future state of the economy.

Year-to-Date Classic Rotation Strategies

Economy
Bottoming
Strengthening
Peaking
Weakening
Interest Rates Falling Bottom Rising Peak
Style Growth (IWZ)
2.84%
Value (IWW)
12.88%
Value (IWW)
12.88%
Growth (IWZ)
2.84%
Size Small (IWM)

15.22%
Small (IWM)

15.22%
Large (IWB)

7.46%
Large (IWB)

7.46%
Style and Size Small Growth (DSG)


10.21%
Small Value
(DSV)

14.82%
Large Value
(ELV)

9.52%
Large Growth
(ELG)

1.33%
Sectors Cyclicals (IYC)

5.29%

Technology (IYW)
-1.15%
Basic Materials (IYM)
11.31%

Industrials (IYJ)
12.89%
Energy (IYE)

35.32%

Staples (IYK)
6.73%
Utilities (IDU)

19.31%

Financials (IYF)
8.42%
Bond Market High Risk (VWEHX)

7.30%
Short Maturity (SHY)

1.30%
Low Risk
(TIP)

6.70%
Long Maturity (TLT)

5.70%

| This Month's Issue: Key Points | This Month's Letter to the Editor: Weighting of Commodities in Model Portfolios | Global Asset Class Returns | Equity Market Valuation Update | DFA versus Vanguard: The All-Stars Compared | Model Portfolio Update | Product and Strategy Notes: Gold ETF, ETF Tracking Error, Hussman Funds and Economic Indicators Update |



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