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Capital Investments and Stock Returns

Sheridan Titman, K. C. John Wei, Feixue Xie

Journal of Financial and Quantitative Analysis · 2004 · 1463 citations

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Capital Investments and Stock Returns


Source: Titman, S., Wei, K. C. J. & Xie, F. (2004). Journal of Financial and Quantitative Analysis 39(4), 677–700. (NBER WP 9951, 2003.) DOI: 10.1017/S0022109000003173


TL;DR

Firms that substantially increase capital investment subsequently earn negative benchmark-adjusted returns. The effect is strongest where managers have the most investment discretion — high cash flow and low debt — and is significant mainly in periods when hostile takeovers were less prevalent. Consistent with investors underreacting to the empire-building implications of high investment. The relation is independent of the long-term-reversal and equity-issuance anomalies.


What anomaly it documents

  • Predictor: abnormal capital investment (CI), a firm's current capex relative to its own recent trend.
  • Direction: negative — high-CI firms underperform low-CI firms.
  • Shape: monotone across CI-sorted portfolios; a low-minus-high (CI-spread) zero-cost portfolio earns positive returns.
  • A close cousin of the asset-growth (Cooper-Gulen-Schill) and accruals (Sloan) anomalies.

  • How to construct it

  • Signal: CI_{t-1} = CE_{t-1} / [(CE_{t-2} + CE_{t-3} + CE_{t-4})/3] − 1, where CE = capital expenditures (Compustat item 128) scaled by sales. CI = 0 means current investment equals the prior-3-year average; CI > 0 means above-trend ("high investor"). Sales is the deflator (benchmark assumed to grow with sales).
  • Form CI portfolios in formation year t and match returns from July of year t to June of year t+1 against CI_{t-1}.
  • Interact with managerial-discretion proxies: free cash flow (high CF) and leverage (low debt/assets).
  • Robustness measures include CE_{t-1} − (CE_{t-2}+CE_{t-3}+CE_{t-4})/3, CE_{t-1} alone, and a five-year benchmark.

  • Evidence and replication

  • Sample: Compustat financial data 1969–1995; return test period July 1973–June 1996.
  • The low-minus-high CI-spread mean excess return is 0.168%/month (t = 2.91), ≈ 2.02%/year; positive in 15 of 17 years (test statistic 4.75, rejects the null).
  • Characteristic-benchmark-adjusted: low-CI firms beat high-CI firms by 0.192%/month (t = 3.25), ≈ 2.3%/year; risk-adjusted (factor-model) alpha ≈ 0.208%/month (t = 3.34), ≈ 2.50%/year.
  • The effect concentrates among high-cash-flow firms (CI-spread 0.227%/mo vs 0.078% for low CF) and low-debt firms (0.225%/mo, significant) — those most able to over-invest without discipline.
  • It is significant only in periods with fewer hostile takeovers (0.312%/month, t = 4.42 in non-hostile-takeover years vs 0.192% all years), supporting the agency interpretation.

  • Why it might work

  • Agency / over-investment (empire building): managers expand beyond value-maximizing levels (Jensen 1986) and oversell prospects when raising capital; the market underreacts and later corrects.
  • q-theory / risk-based: firms invest more when discount rates (expected returns) are low, mechanically lowering future returns.

  • Limitations and risks

  • Overlaps with asset growth and accruals; isolating the pure capex channel is difficult.
  • Accounting-based and annual (June rebalance); transaction costs, data timing, and small spreads (~0.2%/month) matter for implementation.
  • The takeover-period dependence suggests the premium can vary with the corporate-governance regime.

  • Key references

  • Titman, S., Wei, K. C. & Xie, F. (2004) — Capital Investments and Stock Returns — JFQA
  • Cooper, M., Gulen, H. & Schill, M. (2008) — Asset Growth and the Cross-Section of Stock Returns — Journal of Finance
  • Sloan, R. (1996) — Do Stock Prices Fully Reflect Information in Accruals and Cash Flows about Future Earnings? — The Accounting Review



  • Provenance: verified/generated from the paper's full text.


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