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The PERACS Alpha - Finance Magazin

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Neuvermessung einer Anlageklasse:<br />

Wie Rendite und Risiko bei<br />

Investments in verschiedene Private-<br />

Equity-Fonds korrelieren<br />

Prof. Oliver Gottschalg of HEC Paris<br />

Founder and Head of Research,<br />

<strong>PERACS</strong> Independent PE Track Record Analytics and Certification


Agenda<br />

• <strong>The</strong> Challenge<br />

• Combining unique data with advanced methods<br />

• Accurate Performance Measure: <strong>The</strong> <strong>PERACS</strong> <strong>Alpha</strong><br />

• Insightful Risk Metric: <strong>The</strong> <strong>PERACS</strong> Risk Curve and Coefficient<br />

• Empirical Evidence on the Risk and Return Relationship<br />

• Towards a Bottom-Up Risk Model for Private Equity<br />

2


Agenda<br />

• <strong>The</strong> Challenge<br />

• Combining unique data with advanced methods<br />

• Accurate Performance Measure: <strong>The</strong> <strong>PERACS</strong> <strong>Alpha</strong><br />

• Insightful Risk Metric: <strong>The</strong> <strong>PERACS</strong> Risk Curve & Coefficient<br />

• Empirical Evidence on the Risk and Return Relationship<br />

• Towards a Bottom-Up Risk Model for Private Equity<br />

3


Consideration of Risk in PE<br />

Typical Approach : Top Down based on aggregate times series data<br />

1 Use of listed PE Proxies (e.g. LPX50, as used for Solvency II/QIS Studies)<br />

Challenges:<br />

• Listed Private Equity vehicles not necessarily representative for typical unlisted PE, which<br />

leads to possible overstatement of volatility and correlation<br />

2<br />

Use of times series performance data from Private Equity Funds (e.g. Thomson One, preqin)<br />

Challenges :<br />

• Autocorrelation of performance data needs to be eliminated<br />

• Available databases consist largely of rather old funds (15+ years) for which NAVs were not<br />

systematically marked to market as they are today<br />

• Generally aggregate treatment of vintage years<br />

• No consideration of individual transactions and hence no specific treatment of different<br />

investment years, industry segments or deal sizes<br />

Existing Methods provide limited insights into risk-return relationship and are<br />

unsuitable to assess/compare riskiness of different fund managers and strategies<br />

4


Agenda<br />

• <strong>The</strong> Challenge<br />

• Combining unique data with advanced methods<br />

• Accurate Performance Measure: <strong>The</strong> <strong>PERACS</strong> <strong>Alpha</strong><br />

• Insightful Risk Metric: <strong>The</strong> <strong>PERACS</strong> Risk Curve & Coefficient<br />

• Empirical Evidence on the Risk and Return Relationship<br />

• Towards a Bottom-Up Risk Model for Private Equity<br />

5


Number of Variables<br />

<strong>The</strong> Data-Driven Approach<br />

of the HEC PE Observatory<br />

Number of Datapoints<br />

1<br />

Commercially Available Data<br />

(performance data on >5,000 PE funds<br />

with >100,000 underlying investments<br />

2<br />

3<br />

4<br />

Proprietary Survey&PPM data<br />

(>15,000 deals with deal IRR,<br />

target characteristics and<br />

investor information)<br />

Survey&PPM data<br />

(over 200 deals with detailed<br />

management & accounting<br />

information)<br />

Case<br />

Studies<br />

Access to unique data<br />

made possible through<br />

partnership with buyout<br />

firms, institutional<br />

investors, database<br />

vendors and industry<br />

associations during<br />

>10-year research effort.<br />

For more information, please visit www.buyoutresearch.org<br />

6


Agenda<br />

• <strong>The</strong> Challenge<br />

• Combining unique data with advanced methods<br />

• Accurate Performance Measure: <strong>The</strong> <strong>PERACS</strong> <strong>Alpha</strong><br />

• Insightful Risk Metric: <strong>The</strong> <strong>PERACS</strong> Risk Curve & Coefficient<br />

• Empirical Evidence on the Risk and Return Relationship<br />

• Towards a Bottom-Up Risk Model for Private Equity<br />

7


Measuring Returns:<br />

<strong>The</strong> « <strong>PERACS</strong> <strong>Alpha</strong> »<br />

Real-World Client Example<br />

KKR European Fund I (Vintage 1999)<br />

Duration =<br />

4.55 years<br />

2.85x<br />

2.15x 18.35%<br />

TVPI<br />

Variable-Rate<br />

Profitability Index<br />

<strong>PERACS</strong><br />

<strong>Alpha</strong><br />

Performance is measured in the excess of the cost of the forgone opportunity investing capital elsewhere, which is approximated by the MSCI World index,<br />

both in absolute multiple terms based on the <strong>PERACS</strong> Profitability Index and on an annualized basis through the <strong>PERACS</strong> <strong>Alpha</strong>, based on the duration of the<br />

investment.<br />

NAV at Par; Gross; All 41 Deals; Version 2.1.31; 11 Feb 2013, 4:00 PM; Page 13<br />

8


Measuring Returns:<br />

<strong>The</strong> « <strong>PERACS</strong> <strong>Alpha</strong> »<br />

Generic Example<br />

Linking <strong>PERACS</strong> <strong>Alpha</strong> to IRR<br />

36%<br />

Effect of IRR Bias due to<br />

reinvestment hypothesis<br />

26%<br />

18%<br />

8%<br />

A GP's "<strong>PERACS</strong> <strong>Alpha</strong>" is a<br />

measures of pure value<br />

generation that is corrected<br />

for the biases of standard<br />

IRR and expresses returns<br />

relative to the 'opportunity<br />

cost' of not investing in the<br />

public market. It is based on<br />

a refinement of the method<br />

developed by Acharya,<br />

Gottschalg et al. (Review of<br />

Financial Studies, 2012)<br />

GP IRR<br />

<strong>PERACS</strong><br />

Rate of<br />

Return<br />

<strong>PERACS</strong><br />

<strong>Alpha</strong><br />

Market<br />

Returns<br />

9


Focus: PE Performance<br />

during economic Cycles<br />

Three-Year Joint Research Effort with Golding Capital Partners<br />

10


Focus: PE Performance<br />

during economic Cycles<br />

• Deal-level analysis based on HEC/GCP research database: 4822 realized buyouts<br />

• Aggregate equity investment: 112.376.083.822,98 €<br />

• Representative Distribution across geographies, industries, size-categories<br />

• Inherent upward biases: data source ‘PPM’ ~ Top Quartile/Upper Half<br />

11 * Source: Research Project 2011 ‘Finding <strong>Alpha</strong>’ in Collaboration with Golding Capital Partners


Focus: PE Performance during the<br />

Great Financial Crisis<br />

<strong>Alpha</strong><br />

2.7%<br />

5,1%<br />

-2.4%<br />

Market <strong>Alpha</strong> Absolute<br />

<strong>Alpha</strong> M-IRR*<br />

Returns<br />

Rate of Return<br />

Vergleichbare<br />

Aktienrendite<br />

Commentary<br />

• This analysis is based on 345 crisisdeals,<br />

which were invested in before<br />

the collapse of Lehman‘s in<br />

September 2008 and realised post<br />

September 2008<br />

• <strong>The</strong> <strong>Alpha</strong> of these transactions is<br />

5.1% (gross of fees)<br />

• <strong>The</strong> absolute return of these<br />

transactions executiedin a difficult<br />

investment climate still continues to<br />

be positive on an average long-term<br />

basis<br />

Positive <strong>Alpha</strong> even on private equity deals<br />

which were directly affected by the crisis<br />

* Source: Research Project 2013 ‘Finding <strong>Alpha</strong>’ in Collaboration with Golding Capital Partners<br />

12


Agenda<br />

• <strong>The</strong> Challenge<br />

• Combining unique data with advanced methods<br />

• Accurate Performance Measure: <strong>The</strong> <strong>PERACS</strong> <strong>Alpha</strong><br />

• Insightful Risk Metric: <strong>The</strong> <strong>PERACS</strong> Risk Curve & Coefficient<br />

• Empirical Evidence on the Risk and Return Relationship<br />

• Towards a Bottom-Up Risk Model for Private Equity<br />

13


Cumulative Income Share<br />

Measuring Risk:<br />

<strong>The</strong> <strong>PERACS</strong> Risk Curve<br />

Inspired by Lorenz curve in Macroeconomics<br />

Approach used to assess Income Inequality across countries<br />

100<br />

80<br />

60<br />

40<br />

20<br />

0<br />

0 20 40 60 80 100<br />

Cumulative Population Share<br />

Brazil China Perfect<br />

Calculation and plotting of the<br />

aggregate performance (= <strong>Alpha</strong>)<br />

for any percentage of 'worst'<br />

deals in the portfolio. <strong>The</strong><br />

corresponding '<strong>PERACS</strong> Risk<br />

Curve' captures cumulative<br />

distribution function of the<br />

distribution of performance in a<br />

PE portfolio. Similar to the 'Gini<br />

Coefficient' for wealth<br />

distribution, we capture the<br />

distribution of performance in a<br />

single measure, the '<strong>PERACS</strong> Risk<br />

Coefficient', which makes it<br />

possible to compare and<br />

benchmark the risk of different<br />

PE portfolios in a measure that is<br />

independent of the performance<br />

of these portfolios.<br />

14


1<br />

5<br />

9<br />

13<br />

17<br />

21<br />

25<br />

29<br />

33<br />

37<br />

41<br />

45<br />

49<br />

53<br />

57<br />

61<br />

65<br />

69<br />

73<br />

77<br />

% of value creation<br />

<strong>The</strong> "<strong>PERACS</strong> Risk Curve"<br />

of a Typical PE Fund<br />

Generic Example<br />

100%<br />

80%<br />

60%<br />

40%<br />

20%<br />

0%<br />

-20%<br />

<strong>Alpha</strong> Drags<br />

Vertex<br />

<strong>Alpha</strong> Contributors<br />

Break Even<br />

Point<br />

Insight<br />

Overall assessment<br />

of the distribution<br />

(uniform vs. exponential)<br />

of returns<br />

in the portfolio as a<br />

new risk measure<br />

for PE portfolios.<br />

Benchmarking<br />

Comparison with<br />

average performance<br />

distribution<br />

from HEC PE<br />

database, based on<br />

different portfolio<br />

characteristics.<br />

Number of transactions<br />

15


Metric 5a – <strong>PERACS</strong><br />

Risk Curve by % of Deals<br />

Real-World<br />

Client Example<br />

Nordic Capital Fund V versus Fund VI<br />

<strong>PERACS</strong> Risk Coefficient<br />

100%<br />

80%<br />

60%<br />

40%<br />

20%<br />

0%<br />

-20%<br />

-40%<br />

Benchmark EU<br />

Since 2005 Large-Cap<br />

Nordic Capital Fund V<br />

Nordic Capital Fund VI<br />

0.90<br />

0.91<br />

0.59<br />

0.45<br />

-60%<br />

0% 20% 40% 60% 80% 100%<br />

0 0.5 1<br />

<strong>The</strong> <strong>PERACS</strong> Risk Curve illustrates the portion of the cumulative <strong>PERACS</strong> <strong>Alpha</strong> generated by the poorest-performing x% of the portfolio (as measured by %<br />

of deals). <strong>The</strong> <strong>PERACS</strong> Risk Coefficient expresses the skewedness of returns from 0 (perfectly uniform) to 1 (perfectly concentrated <strong>Alpha</strong>).<br />

16


Agenda<br />

• <strong>The</strong> Challenge<br />

• Combining unique data with advanced methods<br />

• Accurate Performance Measure: <strong>The</strong> <strong>PERACS</strong> <strong>Alpha</strong><br />

• Insightful Risk Metric: <strong>The</strong> <strong>PERACS</strong> Risk Curve & Coefficient<br />

• Empirical Evidence on the Risk and Return Relationship<br />

• Towards a Bottom-Up Risk Model for Private Equity<br />

17


Adjusted <strong>PERACS</strong> Risk Coefficient<br />

Negative (!) Link Between<br />

Risk and Return across GPs<br />

Across 152 PE GPs with >9 realized deals in Track record<br />

1.1<br />

1.0<br />

0.9<br />

0.8<br />

0.7<br />

0.6<br />

0.5<br />

R 2 Linear = 0,273<br />

0.4<br />

-0.1 0.0 0.1 0.2 0.3 0.4 0.5 0.6<br />

Aggregate <strong>Alpha</strong><br />

18


Adjusted <strong>PERACS</strong> Risk Coefficient<br />

Negative (!) Link Between<br />

Risk and Return across PE Funds<br />

Across 263 PE Funds with >9 realized deals<br />

1.1<br />

1.0<br />

0.9<br />

0.8<br />

0.7<br />

0.6<br />

0.5<br />

R 2 Linear = 0,193<br />

0.4<br />

-0.1 0.0 0.1 0.2 0.3 0.4 0.5 0.6<br />

Aggregate <strong>Alpha</strong><br />

19


Adjusted <strong>PERACS</strong> Risk Coefficient<br />

Negative (!) Link Between Risk and<br />

Return across Segments of the PE Universe<br />

Across 600 PE sectors (geography, industry, size, period)<br />

with >9 realized deals<br />

1.1<br />

1.0<br />

0.9<br />

0.8<br />

0.7<br />

0.6<br />

0.5<br />

R 2 Linear = 0,271<br />

0.4<br />

-0.1 0.0 0.1 0.2 0.3 0.4 0.5 0.6<br />

Aggregate <strong>Alpha</strong><br />

20


Agenda<br />

• <strong>The</strong> Challenge<br />

• Combining unique data with advanced methods<br />

• Accurate Performance Measure: <strong>The</strong> <strong>PERACS</strong> <strong>Alpha</strong><br />

• Insightful Risk Metric: <strong>The</strong> <strong>PERACS</strong> Risk Curve & Coefficient<br />

• Empirical Evidence on the Risk and Return Relationship<br />

• Towards a Bottom-Up Risk Model for Private Equity<br />

21


Consideration of Risk in PE<br />

Towards a Bottom-Up Risk Model for Private Equity<br />

• Monte Carlo simulation on an annual basis.<br />

• An company is purchased at a point in time (year 0) and is then either sold (exit case) or kept in the<br />

portfolio in the subsequent years.<br />

• NAV(n) denotes the current value of an individual investment in year n. We calculate NAV(n) on the<br />

basis of empirical data. In the Monte Carlo model, NAV(n) depends on the prior year figure, NAV(n-1).<br />

<strong>The</strong> distribution of ratio NAV(n)/NAV(n-1) varies depending on whether or not an exit takes place at<br />

time n.<br />

• In the event of an exit in year n, exit-NAV(n)/NAV(n-1) is assumed to be gamma distributed, with the<br />

parameters of this transitional distribution depending on the age and other characteristics (segment,<br />

etc.) of the investment and derived from empirical data.<br />

• In the event of no exit in year n, gamma distribution of NAV(n)/ NAV(n-1) is also assumed, with the<br />

parameters calculated in the same way as the exit case but generally resulting in different values<br />

(both the return and the standard deviation are usually higher in the case of exit than in the case of<br />

no exit).<br />

Existing Methods provide limited insights into risk-return relationship and are<br />

unsuitable to assess/compare riskiness of different fund managers and strategies<br />

22


Towards a Bottom-Up Risk<br />

Model for Private Equity<br />

…<br />

NAV(3)<br />

NAV(2)<br />

…<br />

NAV(1)<br />

Exit-NAV(3)<br />

NAV(0)<br />

Exit-NAV(2)<br />

Exit-NAV(1)<br />

Jahr 0 Jahr 1 Jahr 2 Jahr 3 Jahr 4<br />

YEAR EXIT PROBABILITY EXIT MULTIPLE<br />

1 3.9% 1.45<br />

2 5.6% 2.02<br />

3 12.0% 2.43<br />

4 13.1% 2.72<br />

5 13.3% 2.53<br />

6 10.5% 2.34<br />

7 10.1% 2.21<br />

8 9.9% 2.32<br />

9 6.2% 2.00<br />

10 4.8% 1.98<br />

11 3.5% 2.08<br />

* Source: joint Research Project with Dr. Bernd Kreuter, Palladio Partners


J-curve effect in the early investment phase<br />

High returns and moderate risk in years 3 to 6<br />

Moderate returns and high risk from year 7 onwards<br />

Invested capital (as % of fund commitment), performance<br />

and value at risk of an average individual fund<br />

70%<br />

60%<br />

50%<br />

40%<br />

30%<br />

20%<br />

10%<br />

0%<br />

-10%<br />

1 2 3 4 5 6 7 8 9 10 11 12 13<br />

-20%<br />

-30%<br />

-40%<br />

-50%<br />

* Source: joint Research Project with Dr. Bernd Kreuter, Palladio Partners<br />

Investiertes Kapital Erwartete Jahresrendite (realisiert und unrealsiert) 99,5% VaR bei gut diversifiziertem Fonds 99,5% VaR bei weniger gut diversifiziertem Fonds


Invested capital (as % of total commitment),<br />

performance and value at risk of a portfolio<br />

50%<br />

40%<br />

30%<br />

20%<br />

10%<br />

0%<br />

-10%<br />

1 2 3 4 5 6 7 8 9 10 11 12 13<br />

-20%<br />

-30%<br />

-40%<br />

Investiertes Kapital<br />

Erwartete Jahresrendite (realisiert und unrealsiert)<br />

99,5% VaR bei gut diversifiziertem Fonds 99,5% VaR bei weniger gut diversifiziertem Fonds<br />

* Source: joint Research Project with Dr. Bernd Kreuter, Palladio Partners


Summary and Conclusions<br />

• <strong>The</strong> <strong>PERACS</strong> <strong>Alpha</strong> accurately measures what LP (should) care about:<br />

annualized returns relative to the “opportunity cost” of PE investing<br />

• <strong>Alpha</strong> has been found to be concentrated in difficult economic times<br />

• Based on 345 realized PE deals around the Great Financial Crisis, we still<br />

document a positive <strong>Alpha</strong> of over 500 Basis Points<br />

• <strong>The</strong> <strong>PERACS</strong> Risk Curve/Coefficients traces relevant aspects of PE Risk in an<br />

intuitive fashion<br />

• Risk and Return in PE seem to be negatively correlated: Better GPs deliver<br />

greater <strong>Alpha</strong> at lower volatility<br />

• Bottom-up Risk Modeling for PE Portfolio makes more accurate risk<br />

budgeting possible<br />

26


Thank you for your attention !<br />

27


About Professor Oliver Gottschalg<br />

Current Positions<br />

• Director of the HEC PE Observatory<br />

• Academic Director of the TRIUM<br />

Global Executive MBA Program<br />

• Founder and Head of Research,<br />

Peracs, PE Track Record Analytics<br />

Research<br />

• Published in the Review of Financial Studies, Harvard Business<br />

Review, Academy of Management Review, Strategic<br />

Management Journal, Journal of Banking and <strong>Finance</strong>, etc.<br />

• Featured over 100 times in the business media (press, radio,<br />

TV and online) in the past 2 years, including <strong>The</strong> Economist,<br />

Financial Times, Wall Street Journal, Financial News, Les Echos,<br />

etc.<br />

Consulting<br />

• Tailored projects for leading sponsors, institutional investors<br />

and advisors. Repeatedly served as advisor to policy makers at<br />

the national and European level in questions related to the<br />

possible regulation of private equity.<br />

Education<br />

• Dipl. Wirtschaftsingenieur (TU Karlsruhe)<br />

• MBA (Georgia State University)<br />

• MSc. of Management (INSEAD)<br />

• Ph.D. (INSEAD)<br />

Work Experience<br />

• Federal Reserve Bank, US<br />

• Bain & Company – Private Equity Practice<br />

Teaching<br />

• HEC MBA Program<br />

• HEC Grande Ecole Program<br />

• HEC Executive Education<br />

• TRIUM Global EMBA Program<br />

• INSEAD Executive Education<br />

• LBS Executive Education<br />

• Tsinghua University Executive Education<br />

• Company-Specific Executive Programs<br />

28


About <strong>PERACS</strong><br />

• <strong>PERACS</strong> is not just another performance benchmark, but it provides<br />

customized and insightful metrics to quantify relevant elements of past<br />

performance, risk attributes and strategic differentiators<br />

• Independent, credible, trustworthy, global, conflict-free, and singularly<br />

focused<br />

• Granular analysis built up from company by company portfolio analysis<br />

• Formulaic and transparent. Trusted standardized comparisons<br />

• Dynamic quarterly updates and annual reviews<br />

• Methodology of leading industry academics and investors<br />

• Value added service provided by GPs to their LPs<br />

• Used in GP marketing materials with success<br />

<strong>PERACS</strong>: <strong>The</strong> Global Standard for PE Performance Analytics<br />

29


Five <strong>PERACS</strong> Metrics<br />

A<br />

B<br />

C<br />

D<br />

E<br />

Measuring Returns based on the <strong>PERACS</strong> <strong>Alpha</strong> and the <strong>PERACS</strong> Rate of Return<br />

• Enhanced Performance Measurement, avoiding issues with IRR Methodology<br />

• Public-Market Benchmarking (PME) Perspective<br />

• Quantification of different components of GP's added value<br />

Benchmarking Returns<br />

• Objective and data-driven identification of 'Relevant Peer Funds'<br />

Documenting Value Creation Components based on <strong>PERACS</strong> Value Driver Bridge<br />

• Growth, efficiency gains, multiple expansion, debt reduction, currency fluctuation<br />

Strategic Distinctiveness<br />

• Measures of distinctive strategy, unique deal flow, and strategic consistency/drift<br />

Measuring Return Volatility based on the <strong>PERACS</strong> Risk Curve and Coefficient<br />

• Assessment of portfolio risk based on historical return distribution<br />

• Graphical representation based on intuitive curve inspired by "Lorenz Curve"<br />

Detailed video tutorials in all <strong>PERACS</strong> methods are available on<br />

Youtube and on <strong>PERACS</strong>.com<br />

30


<strong>PERACS</strong> in the ILPA Newsletter<br />

31

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