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Lower tick sizes and futures pricing efficiency: evidence from the emerging Malaysian market

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Abstract

We provide robust evidence of the impact on spot market liquidity and the pricing efficiency of FBM-FKLI index futures following the introduction of lower tick sizes for the stocks listed in the Bursa Malaysia. Our findings show a significant increase in unexpected trading volume and the speed of mean reversion of the futures mispricing. We find that the increase in the unexpected trading volume of the underlying stocks helps in reducing inter-market price discrepancies. The findings offer new evidence that lowering of tick sizes improves pricing efficiency in the Malaysian futures market.

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Notes

  1. FBM-FKLI is the code name for the index futures contract. Its value is derived from FBM-KLCI stock index which tracks the performance of the 30 constituent stocks with the largest market capitalisation.

  2. Hybrid-driven markets comprise both quote and order driven markets.

  3. In order driven markets the risk of non-execution of trades increases since it is easier for traders to front-run the queue in the limit order book. As a consequence, traders are more reluctant to submit limit orders. Thus, the impact of tick size reduction may be larger due to the fact that limit orders are the primary source of liquidity in a pure order-driven market like Malaysia.

  4. This is particularly relevant since empirical evidence suggests that ETFs facilitate arbitrageurs in executing short arbitrage strategies (see for example, Kurov and Lasser 2002; Park and Switzer 1995; Switzer et al. 2000).

  5. The binding constraint hypothesis predicts that the spread widens (narrows) when stocks move to a larger (smaller) tick category (Harris 1994).

  6. Switzer et al. (2000) have shown that failure to use the actual dividend of the constituent stocks that make-up the index could lead to measurement error in the cost-of-carry model. Thus, it is important to obtain the actual dividend yield in calculating the index futures intrinsic value.

  7. The intrinsic stock index price is calculated by discounting the observed price of the nearby index futures contract.

  8. The model is fitted using an ARIMA (10, 0, 0) model to account for the momentum effect and autocorrelation. Due to the presence of ARCH effects, a GARCH (1,1) model is fitted to account for the conditional variance. Modelling diagnostics indicate that the residuals from the estimated model follow a white noise process (results not reported but can be made available on request).

  9. The Kuala Lumpur Interbank Offered Rate (KLIBOR) is the average interest rate at which term deposits are offered between prime banks in the Malaysian wholesale money market.

  10. MGS are coupon-bearing, long-term bonds issued by the Malaysian Government which are the most actively traded government securities.

  11. PDS are issued by corporations under conventional or Islamic principles. PDS can be commercial papers (CPs), medium term notes (MTNs), bonds, asset-backed securities (ABS), amongst others.

  12. We are unaware of any studies that have examined day of the week effect on volume in the Malaysian market. Brooks and Persand (2001) find significant positive Monday average returns and significant negative Tuesday returns in the Malaysian market.

  13. The 100-day moving average series captures minor adjustments to changes in the anticipated trading volume.

  14. \(g_{i} = 1\) corresponds to full adjustment towards equilibrium prices, while \(g_{i} < 1\) and \(g_{i} > 1\) corresponds to under-reaction and over-reaction respectively.

  15. The extant literature uses nearby contracts (see for example, Pok et al. 2009; Switzer et al. 2000; Theobald and Yallup 1998).

  16. Despite the fact that the Capital Market Masterplan (CMP) was officially launched in February 2001, the 15 recommendations that directly affect derivatives trading were only implemented from the beginning of January 2002. Thus, we choose 2 January 2002 as the starting date for our sample.

  17. Indeed, Choy and Zhang (2010) find that in Hong Kong, the futures market plays a dominant role in price discovery.

References

  • Alexander C (2008) Market risk analysis: pricing, hedging and trading financial instruments. Wiley, London

    Google Scholar 

  • Amihud Y, Mendelson H (1987) Trading mechanisms and stock returns: an empirical investigation. J Finance 42(3):533–553

    Google Scholar 

  • Bacidore JM (1997) The impact of decimalization on market quality: an empirical investigation of the Toronto stock exchange. J Financ Intermed 6(2):92–120

    Google Scholar 

  • Beaulieu M, Ebrahim SK, Morgan IG (2003) Does tick size influence price discovery? Evidence from Toronto stock exchange. J Futures Mark 23(1):49–66

    Google Scholar 

  • Becketti S (2013) Introduction to time series using Stata. Stata Press, Texas

    Google Scholar 

  • Bekaert G, Harvey CR, Lundblad C (2007) Liquidity and expected returns: lessons from emerging markets. Rev Financ Stud 20(6):1783–1831

    Google Scholar 

  • Bessembinder H, Seguin PJ (1992) Futures trading activity and stock price volatility. J Finance 47(5):2015–2034

    Google Scholar 

  • Boellen NPB, Whaley RE (1998) Are “teenies” better? J Portf Manag 25(1):10–24

    Google Scholar 

  • Bourghelle D, Declerck F (2004) Why markets should not necessarily reduce the tick size. J Bank Finance 28(2):373–398

    Google Scholar 

  • Brennan MJ, Schwartz ES (1990) Arbitrage in stock index futures. J Bus 63:7–31

    Google Scholar 

  • Brenner M, Subrahmanyam MG, Uno J (1989) Stock index futures arbitrage in the Japanese markets. Japan World Econ 1(3):303–330

    Google Scholar 

  • Brooks C, Persand G (2001) Seasonality in Southeast Asian stock markets: some new evidence on day-of-the-week effects. Appl Econ Lett 8(3):155–158

    Google Scholar 

  • Butterworth D, Holmes P (2000) Mispricing in stock index futures contracts: evidence for the FTSE 100 and FTSE mid 250 contracts. Appl Econ Lett 7(12):795–801

    Google Scholar 

  • Chen YL, Gau YF (2009) Tick sizes and relative rates of price discovery in stock, futures, and options markets: evidence from the Taiwan Stock Exchange. J Futures Mark 29(1):74–93

    Google Scholar 

  • Chen WP, Chou RK, Chung H (2009) Decimalization, ETFs and futures pricing efficiency. J Futures Mark 29(2):157–178

    Google Scholar 

  • Chordia T, Roll R, Subrahmanyam A (2001) Market liquidity and trading activity. J Finance 56(2):501–530

    Google Scholar 

  • Chordia T, Roll R, Subrahmanyam A (2008) Liquidity and market efficiency. J Financ Econ 87(2):249–268

    Google Scholar 

  • Choy SK, Zhang H (2010) Trading costs and price discovery. Rev Quant Financ Acc 34(1):37

    Google Scholar 

  • Chu QC, Hsieh WLG (2002) Pricing efficiency of the S&P 500 index market: evidence from the Standard & Poor’s Depositary Receipts. J Futures Mark 22(9):877–900

    Google Scholar 

  • Chung DY, Hrazdil K (2010) Liquidity and market efficiency: analysis of NASDAQ firms. Glob Finance J 21(3):262–274

    Google Scholar 

  • Chung KH, Kim KA, Kitsabunnarat P (2005) Liquidity and quote clustering in a market with multiple tick sizes. J Financ Res 28(2):177–195

    Google Scholar 

  • Cummings JR, Frino A (2011) Index arbitrage and the pricing relationship between Australian stock index futures and their underlying shares. Account Finance 51(3):661–683

    Google Scholar 

  • Engle RF, Granger CW (1987) Co-integration and error correction: representation, estimation, and testing. Econometrica 55(2):251–276

    Google Scholar 

  • Foster FD, Viswanathan S (1990) A theory of the interday variations in volume, variance, and trading costs in securities markets. Rev Financ Stud 3(4):593–624

    Google Scholar 

  • Gwilym OA, Mcmanus I, Thomas S (2005) Fractional versus decimal pricing: evidence from the UK Long Gilt futures market. J Futures Mark 25:419–442

    Google Scholar 

  • Harris LE (1994) Minimum price variations, discrete bid-ask spreads, and quotation sizes. Rev Financ Stud 7(1):149–178

    Google Scholar 

  • Harris LE (1997) Decimalization: a review of the arguments and evidence. Unpublished working paper, University of Southern California

  • Henker T, Martens M (2005) Index futures arbitrage before and after the introduction of sixteenths on the NYSE. J Empir Finance 12(3):353–373

    Google Scholar 

  • Hsieh TY, Chuang SS, Lin CC (2008) Impact of tick-size reduction on the market liquidity—evidence from the emerging order-driven market. Rev Pac Basin Financ Mark Polic 11:591–616

    Google Scholar 

  • Jones CM, Lipson ML (2001) Sixteenths: direct evidence on institutional execution costs. J Financ Econ 59(2):253–278

    Google Scholar 

  • Karpoff JM (1987) The relation between price changes and trading volume: a survey. J Financ Quant Anal 22(1):109–126

    Google Scholar 

  • Kurov A (2008) Tick size reduction, execution costs, and informational efficiency in the regular and E-mini Nasdaq 100 index futures markets. J Futures Mark 28(9):871–888

    Google Scholar 

  • Kurov A, Lasser DJ (2002) The effect of the introduction of Cubes on the Nasdaq 100 index spot futures pricing relationship. J Futures Mark 22(3):197–218

    Google Scholar 

  • Kurov A, Zabotina T (2005) Is it time to reduce the minimum tick sizes of the E-mini futures? J Futures Mark 25(1):79–104

    Google Scholar 

  • Lau ST, McInish TH (1995) Reducing tick sizes on the Singapore Stock Exchange. Pac-Basin Finance J 3(4):485–496

    Google Scholar 

  • Lepone A, Wong JB (2017) Pseudo market-makers, market quality and the minimum tick size. Int Rev Econ Finance 47:88–100

    Google Scholar 

  • Lin CC, Cheng CY, Hwang DY (2002) Does index futures dominate index spot? Evidence from Taiwan market. Rev Pac Basin Financ Mark Polic 05(02):255–275

    Google Scholar 

  • MacKinlay AC, Ramaswamy K (1988) Index-futures arbitrage and the behavior of stock index futures prices. Rev Financ Stud 1(2):137–158

    Google Scholar 

  • MacKinnon G, Nemiroff H (2004) Tick size and the returns to providing liquidity. Int Rev Econ Finance 13(1):57–73

    Google Scholar 

  • Park TH, Switzer LN (1995) Index participation units and the performance of index futures markets: evidence from the Toronto 35 index participation units market. J Futures Mark 15(2):187–200

    Google Scholar 

  • Pavabutr P, Prangwattananon S (2009) Tick size change on the stock exchange of Thailand. Rev Quant Financ Acc 32(4):351–371

    Google Scholar 

  • Pok WC, Poshakwale SS, Ford JL (2009) Stock index futures hedging in the emerging Malaysian market. Glob Finance J 20(3):273–288

    Google Scholar 

  • Puttonen V (1993) Stock index futures arbitrage in Finland: theory and evidence in a new market. Eur J Oper Res 68(3):304–317

    Google Scholar 

  • Roll R, Schwartz E, Subrahmanyam A (2007) Liquidity and the law of one price: the case of the futures cash basis. J Finance 62(5):2201–2234

    Google Scholar 

  • Ronen T, Weaver DG (2001) Teenies anyone? J Financ Mark 4(3):231–260

    Google Scholar 

  • Sutcliffe CMS (2006) Stock index futures. Ashgate Publishing Company, London

    Google Scholar 

  • Switzer LN, Varson PL, Samia Z (2000) Standard and poor’s depository receipts and the performance of the S&P 500 index futures market. J Futures Mark 20(8):705–716

    Google Scholar 

  • Theobald M, Yallup P (1998) Measuring cash-futures temporal effects in the UK using partial adjustment factors. J Bank Finance 22(2):221–243

    Google Scholar 

  • Theobald M, Yallup P (2004) Determining security speed of adjustment coefficients. J Financ Mark 7(1):75–96

    Google Scholar 

  • Verousis T, Perotti P, Sermpinis G (2018) One size fits all? High frequency trading, tick size changes and the implications for exchanges: market quality and market structure considerations. Rev Quant Finance Account 50:353–392

    Google Scholar 

  • Wahab M, Lashgari M (1993) Price dynamics and error correction in stock index and stock index futures markets: a cointegration approach. J Futures Mark 13(7):711–742

    Google Scholar 

  • Yadav PK, Pope PF (1994) Stock index futures mispricing: profit opportunities or risk premia? J Bank Finance 18(5):921–953

    Google Scholar 

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Correspondence to Anandadeep Mandal.

Appendix

Appendix

Summary statistics for debt and equity market explanatory variables

 

\(SR\)

\(TS\)

\(QS\)

Stocks (%/day)

Levels

 N

2704

2704

2704

2703

 Mean

2.977

1.210

1.137

0.034

 Std. dev.

0.464

0.744

0.171

0.796

 Minimum

2.030

− 0.506

0.598

− 9.979

 Maximum

3.647

2.695

2.032

4.259

First differences

 N

2703

2703

2703

 

 Mean

0.000

− 0.000

− 0.000

 

 Std. dev.

0.023

0.065

0.079

 

 Minimum

− 0.784

− 0.604

− 0.676

 

 Maximum

0.307

0.738

0.588

 
  1. \(SR\): Yield on overnight Kuala Lumpur Inter-Bank Offered Rate (KLIBOR), the proxy for short-term interest rates
  2. \(TS\): Yield spread between the constant maturity 10-year Treasury bond and the overnight KLIBOR, the proxy for term spread
  3. \(QS\): Yield spread between Bank Negara Malaysia (BNM), i.e. The Central Bank of Malaysia, Grade AAA 10-year Private Debt Securities (PDS) and the constant maturity 10-year Treasury bond, the proxy for quality spread

See Tables 9 and 10.

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Poshakwale, S.S., Taunson, J.W., Mandal, A. et al. Lower tick sizes and futures pricing efficiency: evidence from the emerging Malaysian market. Rev Quant Finan Acc 53, 1135–1163 (2019). https://doi.org/10.1007/s11156-018-0777-7

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