REIT modified duration and convexity

Authors

  • Pierpaolo Pattitoni Department of Management, University of Bologna
  • Barbara Petracci Department of Management, University of Bologna
  • Massimo Spisni Department of Management, University of Bologna

DOI:

https://doi.org/10.17811/ebl.1.3.2012.1-7

Abstract

Listed Real Estate Investment Trusts (REITs) share several characteristics with bonds. Modified duration and convexity – interest rate risk measures generally applied in bond analyses – could therefore be natural candidates to measure the REIT price sensitivity to interest rate changes. In this paper, we propose a theoretical model that relates the REIT price changes to interest rate fluctuations. Then, we test this model empirically using data from all the 22 Italian listed REITs in the time period 2007–09. Our results show that the relationship between REIT price changes and interest rate variations is, indeed, nonlinear and significant even after market price fluctuations are taken into account. Estimates of modified duration and convexity based on historical data are provided for our sample of REITs.

References

Allen, M.T., Madura, J. and Springer, T.M. (2000) Characteristics and the sensitivity of REIT returns, Journal of Real Estate Finance and Economics, 21(2), 141–152.

Azar, S.A. (2007) A duration-based equity premium, Applied Financial Economics Letters, 3(6), 409–414.

Bollen, N. and Busse, J. (2001) On the timing ability of mutual fund managers, Journal of Finance, 56(3), 1075–94.

Chen, K.C. and Tzang, D.T. (1988) Interest rate sensitivity of real estate investment trusts, Journal of Real Estate Research, 3(3), 13–22.

Fabozzi, F.J. (1999) Duration, Convexity, and Other Bond Risk Measures, New Hoep: Wiley.

He, L.T., Webb, J.R. and Myer, F.C.N. (2003) Interest rate sensitivities of REIT returns, International Real Estate Review, 6(1), 1–21.

Johnson, L.D. (1990) Convexity for equity securities: does curvature matter?, Financial Analysts Journal, 46(5), 70–73.

Kritzman, M. (1992) What practitioners need to know about duration and convexity, Financial Analysts Journal, 48(2), 17–21.

Leibowitz, M.L., Sorensen, E.H., Arnott, R.D. and Hanson, H.N. (1989) A total differential approach to equity duration, Financial Analysts Journal, 45(5), 30–37.

Li, J. and Lei, L. (2011) Determinants and information of REIT pricing, Applied Economics Letters, 18(15), 1501–1505.

Li, Y. and Wang, K. (1995) The predictability of REIT returns and market segmentation, Journal of Real Estate Research, 10(4), 471–482.

McCue, T.E. and Kling, J.L. (1994) Real estate returns and the macroeconomy: some empirical evidence from real estate investment trust data, 1972-1991, Journal of Real Estate Research, 9(3), 277–287.

Mueller, G.R. and Pauley, K.R. (1995) The effect of interest-rate movements on real estate investment trusts, Journal of Real Estate Research, 10(3), 319–326.

Ortiz, C.E., Stone, C.A. and Zissu, A. (2008) Fixed income securities with a zero Macaulay duration: senior life settlements, Applied Financial Economics Letters, 4(3), 205–207.

Park, J., Mullineaux, D. and Chew I. (1990) Are REITs inflation hedges?, Journal of Real Estate Finance and Economics, 3(1), 91–103.

Pattitoni, P., Petracci, B. and Spisni, M. (2013) NAV discount in REITs: the role of expert assessors, Applied Economics Letters, 20(2), 194–198.

Smith, D.J. (2010) Bond portfolio duration, cash flow dispersion and convexity, Applied Economics Letters, 17(17), 1669–1672.

Swanson, Z., Theis, J. and Casey, K.M. (2002) REIT risk premium sensitivity and interest rates, Journal of Real Estate Finance and Economics, 24(3), 319–330.

Treynor, J. and Mazuy, M. (1966) Can mutual funds outguess the market?, Harvard Business Review, 44(4), 131–136.

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Published

14-09-2012

How to Cite

Pattitoni, P., Petracci, B., & Spisni, M. (2012). REIT modified duration and convexity. Economics and Business Letters, 1(3), 1–7. https://doi.org/10.17811/ebl.1.3.2012.1-7

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Section

Articles