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David Swensen Lazy Portfolio
Performance
Return for Risk
Dividends
Drawdowns
Volatility
Diversification

Asset Allocation


S&P 500 Index

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Performance

Performance Chart

The chart shows the growth of an initial investment of $10,000 in David Swensen Lazy Portfolio, comparing it to the performance of the S&P 500 index or another benchmark. All prices have been adjusted for splits and dividends. The portfolio is rebalanced Every 3 months.


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Returns By Period

As of Jun 20, 2026, the David Swensen Lazy Portfolio returned 9.44% Year-To-Date and 8.61% of annualized return in the last 10 years.


Position1D1MYTD6M1Y3Y*5Y*10Y*
Benchmark
S&P 500 Index
0.00%-0.34%8.39%8.57%24.33%18.94%12.24%13.54%
Portfolio
David Swensen Lazy Portfolio
0.75%1.11%9.44%9.89%19.25%13.39%7.07%8.61%
EEM
iShares MSCI Emerging Markets ETF
3.25%7.77%30.06%32.46%55.79%22.98%7.98%10.13%
TIP
iShares TIPS Bond ETF
0.33%0.26%1.19%1.17%3.89%3.71%0.95%2.54%
VEA
Vanguard FTSE Developed Markets ETF
0.96%2.83%16.56%17.75%35.27%19.30%10.55%10.46%
VGSH
Vanguard Short-Term Treasury ETF
0.12%0.13%0.50%0.59%3.13%4.22%1.86%1.73%
VNQ
Vanguard Real Estate ETF
-0.05%-1.15%9.14%10.01%10.61%8.73%2.58%5.18%
VTI
Vanguard Total Stock Market ETF
1.16%1.34%10.70%10.70%27.58%20.67%12.86%15.07%
*Multi-year figures are annualized to reflect compound growth (CAGR)

Monthly Returns

Based on dividend-adjusted daily data since Nov 23, 2009, David Swensen Lazy Portfolio's average daily return is +0.04%, while the average monthly return is +0.73%. At this rate, an investment would double in approximately 7.9 years.

Historically, 68% of months were positive and 32% were negative. The best month was Oct 2011 with a return of +8.8%, while the worst month was Mar 2020 at -10.9%. The longest winning streak lasted 15 consecutive months, and the longest losing streak was 5 months.

On a daily basis, David Swensen Lazy Portfolio closed higher 55% of trading days. The best single day was Apr 9, 2025 with a return of +5.5%, while the worst single day was Mar 16, 2020 at -8.8%.


JanFebMarAprMayJunJulAugSepOctNovDecTotal
20262.40%2.45%-4.88%6.82%2.58%0.08%9.44%
20252.28%1.00%-2.01%0.04%2.95%2.83%0.52%2.57%1.90%0.71%0.71%0.10%14.34%
2024-0.95%2.38%2.23%-3.73%3.48%1.38%3.10%2.46%2.07%-2.18%2.94%-3.42%9.78%
20236.38%-3.16%1.62%0.78%-1.59%3.92%2.33%-2.25%-3.91%-2.25%7.47%5.12%14.53%
2022-4.50%-1.96%1.54%-5.26%-0.81%-6.06%6.00%-3.82%-8.58%4.13%5.85%-3.45%-16.76%
20210.00%1.77%2.49%3.82%1.08%1.29%1.59%1.54%-3.33%4.07%-1.65%3.86%17.53%

Benchmark Metrics

David Swensen Lazy Portfolio has an annualized alpha of 0.41%, beta of 0.65, and R2 of 0.89 versus S&P 500 Index. Calculated based on daily prices since November 23, 2009.

  • This portfolio participated in 71.92% of S&P 500 Index downside but only 64.73% of its upside - more exposed to losses than it benefited from rallies.
  • Beta of 0.65 indicates this portfolio moves significantly less than S&P 500 Index - a genuinely defensive profile with reduced participation in both market rallies and downturns.

Alpha
0.41%
Beta
0.65
0.89
Upside Capture
64.73%
Downside Capture
71.92%

Expense Ratio

David Swensen Lazy Portfolio has an expense ratio of 0.11%, which is considered low. Below, you can find the expense ratios of the portfolio's funds side by side and easily compare their relative costs.


Return for Risk

Risk / Return Rank

David Swensen Lazy Portfolio ranks 49 for risk / return — on par with similar Portfolios. You're getting a typical balance of risk and reward. Not a standout, but not a red flag either — a reasonable choice if other factors align with your goals.


David Swensen Lazy Portfolio Risk / Return Rank: 4949
Overall Rank
David Swensen Lazy Portfolio Sharpe Ratio Rank: 4949
Sharpe Ratio Rank
David Swensen Lazy Portfolio Sortino Ratio Rank: 5353
Sortino Ratio Rank
David Swensen Lazy Portfolio Omega Ratio Rank: 5353
Omega Ratio Rank
David Swensen Lazy Portfolio Calmar Ratio Rank: 4141
Calmar Ratio Rank
David Swensen Lazy Portfolio Martin Ratio Rank: 5050
Martin Ratio Rank
The rank (0–100) shows how this investment's returns compare to the risk taken. Higher = better. Based on the past 12 months of data, combining Sharpe, Sortino, and other metrics used by quantitative funds and institutional investors.

Return / Risk — by metrics

The table below presents risk-adjusted performance metrics for David Swensen Lazy Portfolio and compares them with S&P 500 Index.

Values are calculated on a 1-year rolling basis and updated daily. Risk-adjusted metrics are more stable over longer periods — use the period switch above to explore them.


PortfolioBenchmarkDifference
Sharpe ratioReturn per unit of total volatility

2.14

1.94

+0.20

Sortino ratioReturn per unit of downside risk

3.00

2.65

+0.36

Omega ratioGain probability vs. loss probability

1.40

1.35

+0.04

Calmar ratioReturn relative to maximum drawdown

2.83

2.66

+0.17

Martin ratioReturn relative to average drawdown

12.34

11.86

+0.48


How much return does each position deliver for the risk it carries? Higher values mean better reward for the risk taken.

PositionRisk / Return RankSharpe ratioSortino ratioOmega ratioCalmar ratioMartin ratio
EEM
iShares MSCI Emerging Markets ETF
80
2.513.191.474.0815.02
TIP
iShares TIPS Bond ETF
37
1.201.801.212.076.14
VEA
Vanguard FTSE Developed Markets ETF
64
2.082.841.382.9511.39
VGSH
Vanguard Short-Term Treasury ETF
82
2.483.951.523.6814.21
VNQ
Vanguard Real Estate ETF
24
0.771.131.141.273.97
VTI
Vanguard Total Stock Market ETF
68
2.152.911.393.0713.75

Sharpe Ratio

The Sharpe ratio helps investors understand how much return they're getting for the level of risk taken. A higher Sharpe ratio indicates better risk-adjusted performance, meaning more reward for each unit of risk. Learn how to interpret the Sharpe ratio.

The current David Swensen Lazy Portfolio Sharpe ratio is 2.14 as of Jun 20, 2026 (the value is recalculated daily), calculated over the past 12 months.

Compared to the broad market, where average Sharpe ratios range from 1.67 to 2.57, this portfolio's current Sharpe ratio falls between the 25th and 75th percentiles. This indicates that its risk-adjusted performance is in line with the majority of portfolios, suggesting a balanced approach to risk and return—likely suitable for a wide range of investors.

The chart below shows the rolling Sharpe ratio of David Swensen Lazy Portfolio compared to the selected benchmark. This view highlights how the investment's risk-adjusted performance has changed over time.


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Dividends

Dividend yield

David Swensen Lazy Portfolio provided a 2.64% dividend yield over the last twelve months.


PositionTTM20252024202320222021202020192018201720162015
Portfolio2.64%2.83%2.78%2.73%3.06%2.19%2.03%2.41%2.85%2.34%2.44%2.09%
EEM
iShares MSCI Emerging Markets ETF
1.57%2.22%2.43%2.63%2.50%1.99%1.45%2.76%2.24%1.89%1.89%2.49%
TIP
iShares TIPS Bond ETF
3.77%3.46%2.52%2.73%6.96%4.28%1.17%1.75%2.71%2.07%1.48%0.34%
VEA
Vanguard FTSE Developed Markets ETF
2.51%3.22%3.35%3.15%2.91%3.16%2.04%3.04%3.35%2.77%3.05%2.92%
VGSH
Vanguard Short-Term Treasury ETF
3.87%4.00%4.18%3.31%1.15%0.66%1.74%2.28%1.79%1.10%0.84%0.69%
VNQ
Vanguard Real Estate ETF
3.65%3.92%3.85%3.95%3.91%2.56%3.93%3.39%4.74%4.23%4.82%3.92%
VTI
Vanguard Total Stock Market ETF
1.02%1.12%1.27%1.44%1.66%1.21%1.42%1.78%2.04%1.71%1.92%1.98%

Drawdowns

Drawdowns Chart

The Drawdowns chart displays portfolio losses from any high point along the way. Drawdowns are calculated considering price movements and all distributions paid, if any.


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Worst Drawdowns

The table below displays the maximum drawdowns of the David Swensen Lazy Portfolio. A maximum drawdown is a measure of risk, indicating the largest reduction in portfolio value due to a series of losing trades.

The maximum drawdown for the David Swensen Lazy Portfolio was 25.66%, occurring on Mar 23, 2020. Recovery took 111 trading sessions.

The current David Swensen Lazy Portfolio drawdown is 0.59%.


Related event

Drawdown

Fall

Recovery

Underwater

COVID crash2020
-25.66%Mar 2020
1mo 4d5mo 8d
6mo 12dFeb 2020 - Aug 2020
Bear market2022
-22.69%Oct 2022
9mo 17d1y 8mo
2y 6moDec 2021 - Jul 2024
2011 correction2011
-14.98%Oct 2011
2mo 27d4mo 3d
7moJul 2011 - Feb 2012
Rate-hike selloffLate 2018
-11.65%Dec 2018
3mo 26d2mo 21d
6mo 17dAug 2018 - Mar 2019
2016 correction2016
-11.46%Feb 2016
9mo 20d3mo 28d
1y 1moApr 2015 - Jun 2016

Volatility

Volatility Chart

The chart below shows the rolling one-month volatility.


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Diversification

AI Analysis


The gist

The portfolio is mostly a global equity-and-real-estate bet, with TIP and VGSH acting as the steadier sleeves; the math says the diversification is real, but only modest, because the equity pieces largely move together.

The numbers

  • Diversification ratio is 1.23 over 1Y and 1.18 incept-to-date, around the 35th-42nd percentile on the platform, which is better than flatly undiversified but not especially distinctive.
  • Effective asset count is 5.0 of 6, so the weights are reasonably spread; the issue is correlation, not single-name concentration.
  • The mean pairwise correlation is 0.30, but VTI (VTI) and VEA (VEA) sit at 0.82, and EEM (EEM) and VEA (VEA) at 0.82, which is where the diversification goes to do paperwork.

The good

  • TIP (TIP) and VGSH (VGSH) provide genuine ballast; they sit in a low-correlation cluster and keep the portfolio from becoming a pure equity recital.
  • VNQ (VNQ) is not just another stock proxy, but it still has its own rate-sensitive behavior, which helps a little when equities are the whole story.
  • The international sleeve is broad enough to be a real global allocation rather than a domestic portfolio with a passport.

The bad

  • VTI (VTI), VEA (VEA), and EEM (EEM) form a very equity-heavy cluster, so the portfolio is still driven by the same macro and earnings cycle in different accents.
  • VNQ (VNQ) is correlated with the equity complex enough to behave more like a satellite than a separate source of risk.
  • TIP (TIP) has only 0.09 portfolio correlation, so most of the portfolio’s volatility is still being set by the equity block.

The ugly

  • If global growth weakens and rates stay unsettled, the portfolio can lose the equity sleeve and the real-estate sleeve together, while TIP and VGSH mostly provide subtraction rather than rescue.

Next steps

  • Portfolios with this correlation profile are usually complemented by sleeves whose returns are driven by inflation, carry, or trend rather than the equity cycle.
  • The cluster data suggests this is more a diversified equity portfolio with bond ballast than a true multi-sleeve risk mix.
  • The short-duration government and inflation-protected pieces do the most analytical work here; everything else is mostly different ways of being exposed to equities.
AI-generated analysis. Not investment advice. Verify key facts independently.
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Diversification Metrics


Number of Effective Assets

The portfolio contains 6 assets, with an effective number of assets of 5.00, reflecting the diversification based on asset allocation. Your capital is well-distributed across most of your holdings, with only mild concentration in a few names. True diversification also depends on the correlations between assets — check the diversification ratio below.


Diversification Ratio
1Y
3Y
5Y
10Y
All Time
Diversification Ratio

1.23

1.21

1.19

1.18

1.18

The portfolio has a diversification ratio of 1.18, placing it in the bottom quartile across portfolios — positions are highly correlated. Consider adding assets from different classes or sectors to reduce risk.

David Swensen Lazy Portfolio correlation to the S&P 500 Index

David Swensen Lazy Portfolio has a 0.85 correlation to S&P 500 Index over the trailing 12 months. This section compares each holding's correlation to the benchmark and to the portfolio.

Correlation
Correlation (1Y)
Calculated over the trailing 1-year period

0.85

Correlation (3Y)
Calculated over the trailing 3-year period

0.86

Correlation (5Y)
Calculated over the trailing 5-year period

0.90

Correlation (10Y)
Calculated over the trailing 10-year period

0.90

Correlation (All Time)
Calculated using the full available price history since Nov 23, 2009

0.91


Benchmark Correlations

Correlation vs. S&P 500 Index. VTI has the highest benchmark correlation at 0.99, while VGSH has the lowest at -0.14.

VGSH
-0.14
TIP
-0.07
VNQ
0.63
EEM
0.72
VEA
0.82
VTI
0.99

Portfolio Correlations

Correlation vs. David Swensen Lazy Portfolio. VTI has the highest portfolio correlation at 0.92, while VGSH has the lowest at 0.00.

VGSH
0.00
TIP
0.09
EEM
0.78
VNQ
0.82
VEA
0.88
VTI
0.92

Asset Correlations Table

The table below displays the correlation coefficients between the individual components of the portfolio, the entire portfolio, and the chosen benchmark.

The correlation results are calculated based on daily price changes starting from Nov 23, 2009
Diversification Analysis

Find what David Swensen Lazy Portfolio is missing

See which holdings overlap, where David Swensen Lazy Portfolio is concentrated, and which low-correlation assets could fill the gaps.

Analyze Diversification