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Why do states own quoted stock?. Roland de Bruijn (CPB), Paul Grout (CMPO), and Gijsbert Zwart (CPB, TILEC) Partnerships between Government and the Private Sector EBRD, London, 22-23 February 2007. Active area of research + Large economic interest. Privatisation/ ownership literature
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Why do states own quoted stock? Roland de Bruijn (CPB), Paul Grout (CMPO), and Gijsbert Zwart (CPB, TILEC) Partnerships between Government and the Private Sector EBRD, London, 22-23 February 2007
Active area of research + Large economic interest • Privatisation/ ownership literature • Megginson, Nash and van Randenborgh (JoF ‘94) • Jones, Megginson, Nash and Netter (JFE ‘99) • Megginson and Netter (JEL ’01) • Dewenter and Malatesta (AER ’01) • La Porta, Lopez-de-Silanes and Shleifer (JoF ’99), … • (Non-transitory) Government ownership over equity • Biais and Perotti (AER ‘02) • Faccio and Lang (JFE ‘02) • La Porta, Lopez-de-Silanes and Shleifer (JoF ‘02) • Gupta (JoF 05) • Faccio (AER ‘06) • Faccio, Masulis and McConnel (JoF forthcoming) Megginson (2005): Privatisations account for 18.2% of the global stock market value and 38.6% of the non-US total stock market value Bortolotti and Faccio (‘04): 2000: Government either the largest shareholders or held special control rights in 62% of all privatisations.
Outline • Simple theoretical model that gives an explanation what might be the benefits of (permanent) partial state ownership • Empirical verification of one of the implications of this model • Focus on equity risk in airline industry
A simple model • Two conflicting factors causing inefficiency • Fully private firm: The Stiglitz-Weiss effect • Fully state-owned firm: Soft-budget constraint Can partial state-ownership be the efficient compromise?
Stiglitz-Weiss: private investors choose higher risk projects prob. density A Project A has higher expected return and lower variance than B But B has higher probability of high returns B return
Stiglitz-Weiss: private investors choose higher risk projects prob. density A Debt Project A has higher expected return and lower variance than B But B has higher probability of high returns B return Given debt D: private investor maximises Expected value of max(RA,B- D, 0) (cf option value) Tendency for high risk projects, since part of the downside risk is borne by the creditors • This implies that • Private investors tend to prefer project B over efficient project A • Anticipating this, debt-holders may ration the amount of debt, so that project may not go ahead at all
Why is Government different? • We assume that, at least for some sectors, government has different pay-off than private investors in particular: government incurs loss L when firm is terminated prematurely • externalities on rest of economy, • unemployment, • … • Government, if majority shareholder, will opt for lower risk project
Adverse consequence:Soft budget constraint Two-period model: t=1 t=2 t=0 t=0: project choice (safe for government); management effort t=1: observe first period success or failure; decide on refinancing to complete project at t=2. government cannot commit to non-refinancing (Soft-budget-constraint): creates moral hazard in manager: low effort Unprofitable projects are continued. If debt-holders stand to lose from such projects, they can step in and force termination?
The debt-holders... • ...have no direct information on whether project is in good or bad shape (shareholders have) • ...can step in and force termination in bad state, but at monitoring costs M • Monitoring costs and legal bills to prove in court • If probability of good outcome without manager effort sufficiently likely: debt holder will not monitor • factors in likelihood of failure in the interest rate • soft-budget constraint not resolved
How can trade of (minority) shares help? • Government still chooses safe project (majority shareholder) • Minority shareholders: conflicting interest • Bad outcome (low effort): shareholders observe and exit Objective information (‘signal’) on state of the firm conveyed to debt-holders from stock market • If signal sufficiently large: • Debtholders can credibly spend M to put firm in bankruptcy and receive termination value • But in equilibrium: will bargain with government to avoid costs M and receive compensation
Liquidity traders: noisy signal Signal probability distribution in good state Probability distribution in bad state; shift proportional to minority share quantity Signal distribution Generally, manager, bank and government play mixed strategies probability of effort increases with size of minority share
When is mixed ownership optimal? • Loss L should not be too large • Project will be continued independent of bank’s intervention • Loss L not too low either • Budget constraint sufficiently tight that there is no difference between state and private (and state chooses risky project)
Implications • Majority government owned quoted companies will be less risky than privately owned quoted companies. • Cost shocks (since they reduce equity value) should have more impact on the risk of private quoted companies than majority government ownedcompanies • ( exacerbates Stiglitz Weiss effect).
Needed for case study • Industry with good mix of private and majority government owned companies • Companies with thickly traded stock • Relatively homogeneous product/service • A shock to sector that is significant, unanticipated and global • Not price or capital regulated
26 quoted, well-traded airlines around the world • Daily share prices from Datastream • sample: 1999-2004 (“symmetric” window around 9-11 shock)
Measure risk as CAPM beta World market GARCH estimation (common on financial data) Focus on difference: compare portfolio of (majority) state-owned shares with privately owned ones (filters out company specific and airline sector noise)
Kalman filtered beta for differences (plus 95% confidence interval)
Basic regressions State-owned portfolio lower beta With 9/11 dummy
Sensitivity checks • Concern: time mismatch (end of day Asia vs. US) • leads and lags of returns • More general country effects • Regressions by continent (narrows down sample considerably)
Far East Europe
Further sensitivities • Higher moments (corrections on CAPM) • Exchange rates • Gearing Overall conclusions on empirics: Robust result: not in conflict with theoretical model