Why do listed firms pay for market making in their own stock? Johannes Skjeltorpa and Bernt Arne Ødegaarda,b,c a Norges Bank b University of Stavanger (UiS) c Norwegian School of Economics (NHH) Jun 2012 Topic of paper We study: I Designated Market Makers (DMM) at Oslo Stock Exchange I DMM (brokerage house/bank) hired by the firm against a fee. I ensure a liquid secondary market in firm’s stock Main question in this paper: I Why are firms willing to pay a cost to improve the secondary market liquidity of their issued shares? Contribution: I Earlier studies ⇒ DMMs have a significant effect on market quality I We look at DMMs from the firm’s perspective: what determines the hiring choice? Background - appearance of DMMs Evolution towards electronic Limit Order Markets I No market makers, liquidity supplied by patient traders I Problem: low liquidity supply for some stocks (e.g. small-caps) Response: Designated Market Makers (DMM) I I listed firms can hire a financial intermediary (DMM) to provide liquidity in its stock. typical contract: I I I practice market making at least 85% of the day maximum bid/ask spread of 4% ensure minimum number of shares available at best quotes But: I Why is it the listed firm that is paying? Motivation: Firm decision Corporate finance view: Firm value: PV future cashflows X , discounted at cost of capital r : Firm Value = V = X r Hire a DMM: Pay an annual fee: V = X − Annual cost of DMM r Previous studies: Value of firm increases. I This increase in V must come from either of I I Cash flows Cost of capital New firm value calculation: V = X − Annual cost of DMM + Other cash flow consequences r + Change in cost of capital Firm’s perspective: Source of value of DMM? Firm benefits from liquidity only when interacting with market Potential direct effects on cash flow (X) I Reduced equity issuance costs (fees) [Butler et.al, 2005] I Lower costs of stock repurchases [Brockman et.al, 2008] I Lower direct cost of debt issuance [Butler/Wan, 2010] Potential effect on discount rate (r) I Liquidity risk priced [e.g. Pastor/Stambaugh (2003), Acharya/Pedersen (2005)] I DMM reduces liquidity risk loading ⇒ lower r . But: this argument more from stock owner perspective... Wedge between firm and owners: Transaction costs Value of firm V = X r Value of position to an individual owner: Value = X × Fraction of firm owned − Transaction costs r Improved liquidity following DMM I Lower transaction costs. Not clear why this is relevant for the firm I short term traders benefit most I why subsidize short term trading/speculation? However: One group of important owners for whom the firm may care: Founders/venture capitalists. May want to lower costs of exit at IPO lockup... Our innovation relative to the literature Previous studies on DMM initiations I Stockholm [Anand et.al, 2008], Deutsche Börse [Hengelbrock, 2008], EuroNext [Menkveld/Wang, 2009], Paris Bourse [Venkataraman/Waisburd, 2007] By hiring a DMM, market quality can be directly influenced by the firm that has issued the stock. We treat the hiring of Designated Market Makers as endogenous decisions, and ask: I What influences this decision? The data Oslo Stock Exchange (OSE) – Electronic limit order market, main market for trading Norwegian stocks I DMMs allowed at the OSE from October 2004 I look at DMM hirings from 2004 through 2010 the DMM is paid by the firm to “maintain an orderly market” I I I I I little info on actual costs Anand et.al [2009], average fee ∼ USD 40k per year (Sweden) Norway ∼ USD 30k per year OSE monitors stocks with DMM to ensure that the DMM fulfills obligations Describing DMM deals at the OSE Year Total active stocks Active DMM contracts % of firms with DMM 2004 207 7 3% Firm size (MCAP) groups N(firms) in size quartile: 1 (small) 0 2 2 3 3 4 (large) 2 2005 238 30 13% 2006 258 42 16% 2007 292 50 17% 2008 286 57 20% 2009 263 47 18% 2010 235 48 20% 4 16 5 5 11 19 8 4 17 15 14 4 24 18 11 4 32 9 6 0 32 8 6 2 What is the effect on the market of hiring a DMM? First, check that effect of DMM initiations is similar at the OSE as other markets 1. Does liquidity improve? I I liquidity significantly improves (6 month/1 year) turnover and #days traded increases 2. Does the market react? I about 1% excess 5 day event return around announcement Similar results in our sample as other studies on DMMs for other markets. Changes to average spread following DMM introduction year after Year before DMM Stocks DMM Stocks 16 30 14 25 12 20 10 8 15 6 10 4 5 2 0 0 0 0.02 0.04 0.06 0.08 0.1 0.12 0 0.02 0.04 0.06 0.08 0.1 0.12 Analyzing decision to hire DMM What determines the decision to hire a DMM? I Decision theoretic empirical analysis (Probit) I Pr (Hire DMM)=f (likelihood of accessing market) Determinants of the hiring decision: I Likelihood of capital needs I I I Likelihood of stock repurchase (cash distribution) I I I ex-ante: growth potential (Tobin’s Q) ex post: actual stock issuance ex-ante: repurchase program announcements ex-post: actual repurchases over next year Other variables I I I insider transactions (ex-post exit motivation) <2 years since listing (ex-ante exit motivation) Pre-DMM liquidity Probit analysis: Ex-ante variables Model Liquidity (RelSpread) Q last year Repurchase program Listed < 2 years Constant N (firm/years) Pseudo R2 New DMM hire next year (1) (2) -7.40∗∗ (0.03) 0.30∗∗∗ (0.00) 0.15 (0.49) 0.40∗∗ (0.03) -1.33∗∗∗ (0.00) 368 0.12 . . 0.30∗∗∗ (0.00) 0.15 (0.49) . . -1.62∗∗∗ (0.00) 425 0.09 Probit analysis: Ex-post variables Model Liquidity (RelSpread) Issue equity Actual repurchase Insider trades (sells) Constant N (firm/years) Pseudo R2 New DMM hire next year (1) (2) -6.73∗ (0.06) 0.41∗∗ (0.03) 0.42∗∗ (0.03) 0.02 (0.34) -1.26∗∗∗ (0.00) 329 0.07 . . 0.36∗∗∗ (0.01) 0.35∗∗ (0.02) . . -1.54∗∗∗ (0.00) 559 0.03 Asset pricing implications of DMMs Asset pricing with liquidity risk I E.g. Pastor/Stambaugh (2003), Acharya/Pedersen (2005) I Norway: Næs/Skjeltorp/Ødegaard (2008,2009) DMM effect on liquidity risk I Traditional market makers control their risk and inventory by changing spread and/or price I DMMs unable to do this ⇒ take on liquidity risk that otherwise would be present in the market Implications: I reduction in liquidity risk loading for stocks that hire DMM I i.e. lower risk premium for DMM stocks Does hiring a DMM affect liquidity risk? Estimate a two-factor model adding liqudity factor LIQ to market eri,t = αi + βim erm,t + βiliq LIQt + εi,t DMM stocks, mean DMM stocks, median Liquidity beta (β liq ) Pre DMM Post DMM 0.114 -0.062 0.044 -0.022 Test for difference change p-value -0.176∗∗∗ 0.002 ∗∗ -0.157 0.014 ⇒ Significant drop in liquidity risk loading (βiliq ) ⇒ liquidity risk loading closer to larger/liquid stocks after DMM Economic significance of liquidity risk reduction Is there a liquidity risk premium at the Oslo Stock Exchange? Factor erm LIQ GMM J-test I I CAPM λ[k] p-val. 0.014 (0.00) J(χ2 (8)) 24.47 p-val. (0.00) Two factor model λ[k] p-val. 0.0113 (0.00) 0.0119 (0.00) J(χ2 (7)) 9.26 p-val. (0.16) significant risk premium associated with liquidity reduction in liquidity beta following a DMM hiring implies I I 2.5% lower expected returns for DMM stocks (annualized) suggest an economically significant effect on cost of capital Conclusion Why pay for a DMM? I Secondary market liquidity matters to the firm because of the market’s role when new capital is raised or distributed I Firms pay to improve liquidity when they plan on accessing the stock market in the near future Implications for asset pricing I liquidity risk loading drops, liquidity risk transferred to DMM I 2.5% lower expected return (annualized) ⇒ suggest an economically significant effect on cost of capital ⇒ likely to cover the cost of having a DMM
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