A RE-EXAMINATION OF THE HISTORICAL EQUITY RISK PREMIUM IN AUSTRALIA. Tim Brailsford John C. Handley Krishnan Maheswaran



Similar documents
The historical equity risk premium in Australia: Post-GFC and 128 years of data

A Note on the Historical Equity Risk Premium

Jemena Gas Networks (NSW) Ltd

Estimating the Market Risk Premium for Australia using a Benchmark Approach

The Long-Run Performance of the New Zealand Stock Markets:

Interpreting Market Responses to Economic Data

Australian Market Risk Premium

However, to ensure that JGN can continue attracting necessary funds, we depart from the AER s guideline by estimating:

BRIEFING NOTE. With-Profits Policies

Funding Retirees Budgets: Ways of Managing the Investment Risks. Anthony Asher and Ribhi Alam Deloitte Actuaries and Consultants Ltd

FRS 14 FINANCIAL REPORTING STANDARDS CONTENTS. Paragraph

Government and public sector debt measures

Understanding Sun Par Protector and Sun Par Accumulator

EQUITY MARKET RISK PREMIUMS IN THE U.S. AND CANADA

MERCER PORTFOLIO SERVICE MONTHLY REPORT

CHAPTER 5 Review... Page 1

Lecture 10. Empirical issues in valuation: cost of capital, terminal value, growth rates

Drawdown Pensions: A technical guide

Key Concepts and Skills

Allianz Demographic Pulse

HILDA & JOHN ENHANCED ANNUITIES

Weighted Average Cost of Capital

Investment options and risk

APPENDIX 7.4. An updated estimate of the required return on equity

Which WACC when? A cost of capital puzzle

1.4 Interest-Rate calculations and returns

BUSINESS FINANCE (FIN 312) Spring 2008

Chapter 10 Capital Markets and the Pricing of Risk

any any assistance on on this this examination.

Actuarial Guidance Note 9: Best Estimate Assumptions

: Corporate Finance. Financial Decision Making

Transmission Price Control Review: Updated Proposals and Smithers & Co. Ltd.: Report on the Cost of Capital. Response to consultation

Choice of Discount Rate

Review for Exam 2. Instructions: Please read carefully

A New Approach to Income in a World of Low Interest Rates

UCLA Anderson School of Management Daniel Andrei, Derivative Markets 237D, Winter MFE Midterm. February Date:

Estimating Risk free Rates. Aswath Damodaran. Stern School of Business. 44 West Fourth Street. New York, NY

Life Insurance Contracts

Spectrum Insights. Bond and stock market around the same size Australian bonds vs Australian stock market

EverYield Investments is a Registered Investment Advisor. Registered with the State and the Securities and Exchange Commission (SEC)

Life Insurance Contracts

PERSPECTIVES. Reasonable Expectations for the Long-Run U.S.Equity Risk Premium. Roger G. Clarke, Ph.D and Harindra de Silva, Ph.D.

2015 TEN-YEAR CAPITAL MARKET ASSUMPTIONS

Stock Valuation: Gordon Growth Model. Week 2

Australian Market Risk Premium

Term of Risk Free Rate

Untangling F9 terminology

CIS September 2012 Exam Diet. Examination Paper 2.2: Corporate Finance Equity Valuation and Analysis Fixed Income Valuation and Analysis

The problems of being passive

Life Insurance Review

Introduction to Risk, Return and the Historical Record

Examiner s report F9 Financial Management June 2011

1 YOUR GUIDE TO INVESTMENT-LINKED INSURANCE PLANS. Contents. Introduction to Investment-Linked Insurance Plans (ILPs) How ILPs Work

Report 2. Statement and reports 15

Chapter 9. The Valuation of Common Stock. 1.The Expected Return (Copied from Unit02, slide 36)

The Tax Benefits and Revenue Costs of Tax Deferral

AN EXAMINATION OF THE EQUITY RISK PREMIUM ASSUMED BY CANADIAN PENSION PLAN SPONSORS

Risk Discount Rates for Actuarial Appraisal Values of Life Insurance Companies

RentersPLUS Move In Special

Internal consistency of risk free rate and MRP in the CAPM. A report for ACTEW

1. Current Price GDP & GDP Deflator. Series scope and limitations

Historical Market Risk Premiums in New Zealand:

RISKS IN MUTUAL FUND INVESTMENTS

Financial Assets, Liabilities and Commitments

The Tangent or Efficient Portfolio

Risk Decomposition of Investment Portfolios. Dan dibartolomeo Northfield Webinar January 2014

Vanguard 2014 Index Chart. The importance of a long-term vision.

The ABC Of Security Trading Policy

( ) ( )( ) ( ) 2 ( ) 3. n n = = =

Estimating Beta. Aswath Damodaran

KEY GUIDE. Investing for income when you retire

A B C D E F G H I J K L M N O P Q R S T U V W X Y Z

VALUATION IN DERIVATIVES MARKETS

Evaluating the Different Types of Life Insurance Coverage

LO.a: Interpret interest rates as required rates of return, discount rates, or opportunity costs.

DCF and WACC calculation: Theory meets practice

What is Secure Joint Life Plan?

HEALTHCARE EMPLOYEES BENEFITS PLAN - MANITOBA - THE GROUP LIFE INSURANCE PLAN

Online Investments. Our Fund Range and Investments

Monthly Supplement THE ART OF SHARE COLLECTING

Cost Basis Reporting: What You Need to Know for

GUIDANCE NOTE DETERMINATION OF LIFE INSURANCE POLICY LIABILITIES

Public Sector Cost of Capital and Discount Rates

Chapter 1 The Investment Setting

Lecture 5: Put - Call Parity

Models of Risk and Return

Plato Investment Management Limited. Why one size does not fit all for Pension investors

A Case for Dividend Investing

Discount Rates in General Insurance Pricing

Journal of Financial and Economic Practice

Protected Loan Taxation Guide

Report for Charles & Jennifer [CS7] (prepared in August 2012 in tax year ending 05-April-2013)

I. Estimating Discount Rates

ACCOUNTING STANDARDS BOARD OCTOBER 1998 FRS 14 FINANCIAL REPORTING STANDARD EARNINGS ACCOUNTING STANDARDS BOARD

Foundations in Financial Management (FFM) September 2016 to June 2017

A Basic Introduction to the Methodology Used to Determine a Discount Rate

Kicking The Tires: Determining the Cost of Capital

Equity Risk Premium Article Michael Annin, CFA and Dominic Falaschetti, CFA

Zurich Investments Equity Income Fund

Transcription:

A RE-EXAMINATION OF THE HISTORICAL EQUITY RISK PREMIUM IN AUSTRALIA Tim Brailsford John C. Handley Krishnan Maheswaran

Purpose The equity premium is perhaps the single most important number in financial economics Welch (2000) Basic Research Question: What is the historical equity risk premium in Australia?

Motivation Given that historical estimates are typically used for ex-ante purposes, then the historical estimate should be the best available Dimson, Marsh and Staunton (2002,2003) found serious limitations with prior estimates of the UK equity premium could a similar situation exist in Australia? What has been the impact of imputation?

Our Philosophy Good data is the key to understanding history DMS (2002) It is not necessarily true that the longer the estimation period the better: there is also the more mundane non-stationarity problem that 50 year old equity premia may have little relevance to the world today Welch (2000)

Our Approach We use the best available data on: Stock returns sourced from the ASX Bond returns sourced from the RBA Bill returns sourced from the RBA Inflation sourced from the ABS We examine the quality of each data series to assess the reliability of estimates based thereon

Data Quality Concerns Stock price index data prior to 1957 was constructed retrospectively by Lamberton in 1958 Although much care was exercised it suffers from: (Probable) survivorship/hindsight bias Narrow coverage (eg excludes the financial sector and has only a small number of stocks prior to 1936) Incorrect weight scheme Government stock price controls operated from 11/41 to 2/47: it proved necessary to fill some gaps in the price records Lamberton (1958)

Data Quality Concerns Dividend yield series prior to 1961 was constructed retrospectively by Lamberton in 1958 and the SSE in 1961 Although much care was exercised it suffers from: Unweighted simple average Includes dividend paying stocks only Different composition to stock price index: the list of shares included in the share price index differs for that entering the yield computation Lamberton (1961) These concerns are not new: unsatisfactory features of the monthly figures of ordinary share yields which was being published Young, Harris and Cruise (1973)

Data Quality Concerns Bill return data from 1929 to 1959 represents the yield on Treasury Bills (as distinct from Treasury Notes) Treasury Bills were non marketable securities used as security for short term borrowings/overdraft facilities from the trading/central banks with a yield not necessarily representative of the true cost of funds From 1942 to 1952, maximum rates of interest over a wide field were fixed by the Commonwealth Bank under the National Security (Economic Organisation) Regulations

Critical Breaks in Data Quality 1883 Earliest year data is available 1937 Data first available on both a broad stock price index (the SSE All Ordinaries index) and marketable short term government securities 1958 SSE All Ordinaries index is calculated daily (rather than retrospectively) and approximately Treasury Notes first issued 1980 ASX All Ordinaries accumulation index is calculated daily (rather than retrospectively) 1988 First full year of imputation (not a quality issue)

Methodology Unfortunately there is neither a uniformly accepted precise definition nor agreement on how the equity premium should be computed Welch (2000) Consistency and clarity is critical - for example DMS (2002, 2003) use the geometric difference of risky and riskfree returns We use: discrete returns, arithmetic and geometric averaging, simple differencing of risky and riskfree returns, bills and bonds, nominal and real

Methodology Multiple estimation periods: 1883 2005 1937 2005 1958 2005 1980 2005 1988 2005 We stress that these periods are not arbitrary but rather reflect clearly identifiable and material changes in the underlying data

Results Historical Equity Risk Premium 1883-2005 Period Years AM 1883 2005 123 0.062 1937 2005 69 0.058 0.014 1958 2005 48 0.063 0.054 1980 2005 26 0.060 0.171 1988 2005 18 0.051 0.168 1883 1987 105 0.064 1900 2000 101 0.062 (simple diff) 1900 2000 101 0.059 (geometric diff) 1883 1957 75 0.061 t statistic 0.050 0.961 F statistic Nominal SD GM JB statistic 0.160 0.049 2.772 0.250 0.191 0.040 0.248 0.883 0.220 0.040 1.180 0.554 0.217 0.038 0.619 0.734 0.150 0.040 0.152 0.927 0.162 0.051 2.533 0.282 0.168 0.048 1.649 0.438 0.155 0.047 1.273 0.529 0.106 0.056 26.438 4.337 AM 0.061 0.056 0.011 0.061 0.044 0.057 0.162 0.050 0.163 0.063 0.061 0.059 0.061 0.007 0.994 Real SD GM JB statistic 0.151 0.050 1.873 0.392 0.178 0.041 0.483 0.765 0.205 0.041 1.526 0.466 0.203 0.038 0.716 0.699 0.145 0.040 0.085 0.958 0.153 0.052 1.787 0.409 0.158 0.049 1.385 0.500 0.155 0.047 1.273 0.529 0.106 0.056 34.801 3.746

Results Historical Equity Risk Premium 1883-2005 (Grossed-up for the Value of Imputation Credits assuming Credits are Fully Valued) Period Years AM 1883 2005 123 0.065 1937 2005 69 0.063 0.008 1958 2005 48 0.070 0.032 1980 2005 26 0.073 0.098 1988 2005 18 0.070 0.066 1883 1987 105 0.064 1900 2000 101 0.065 (simple diff) 1900 2000 101 0.061 (geometric diff) 1883 1957 75 0.061 t statistic 0.262 0.794 F statistic Nominal SD GM JB statistic 0.160 0.052 2.712 0.258 0.191 0.045 0.221 0.895 0.220 0.047 1.214 0.545 0.218 0.052 0.608 0.738 0.151 0.060 0.101 0.951 0.162 0.051 2.533 0.282 0.168 0.051 1.651 0.438 0.155 0.049 1.315 0.518 0.106 0.056 26.438 4.345 AM 0.064 0.061 0.006 0.068 0.026 0.070 0.090 0.069 0.064 0.063 0.063 0.061 0.061 0.211 0.833 Real SD GM JB statistic 0.152 0.053 1.874 0.392 0.178 0.046 0.468 0.791 0.205 0.048 1.553 0.460 0.203 0.051 0.716 0.699 0.147 0.059 0.055 0.973 0.153 0.052 1.787 0.409 0.158 0.051 1.415 0.493 0.155 0.049 1.315 0.518 0.106 0.056 34.801 3.755

Comparison With Existing Studies Period Officer (1989) DMS (2002) BHM (2006) 1883-1987 7.9% - 6.4% 1900-2000 simple difference - 7.5% 6.2% 1900-2000 geometric difference - 8.0% 5.9% - Equity premium relative to bonds (p.a.) - Common estimate in practice is 6% - Officer s s data commences 1882 - Much of the data used in DMS is drawn from Officer - Difference largely due to dividend yield series used in the retrospective r construction of stock accumulation index prior to 1958

Main Conclusions Residual concerns about data quality become increasingly important the further back in the past one looks Estimates based on data prior to 1958 should be treated with caution Relative to bonds (bills) the conventionally measured equity premium has averaged 6.3% (6.8%) over 1958 2005 We do not take a view on the value of imputation credits (in this paper) but also provide grossed up estimates of the premium under different assumptions

FOR FURTHER INFORMATION OR TO REQUEST A COPY OF THE PAPER PLEASE EMAIL EITHER: handleyj@unimelb.edu.au t.brailsford@business.uq.edu.au