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Paper available at. druh •com (together with an extended version of this presentation). Robert Czernkowski, UNSW. Generation of Private Signals by Analysts. EAA2006, Dublin, Eire. What ? The Issue. How do analysts decide on signal quality ?

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  1. Paper available at druh•com (together with an extended version of this presentation)

  2. Robert Czernkowski, UNSW Generation of Private Signals by Analysts EAA2006, Dublin, Eire

  3. What ? The Issue How do analysts decide on signal quality ? • i.e. how do they respond to aspects of the informational environment / upcoming public signal / quality of Π ?

  4. Why ? Background • Empirical regularities regarding analyst behaviour have been documented • Much of this is atheoretical; in particular: there is no modelling of the equilibrium • e.g. what came first: • the analyst • or an informationally rich market ?

  5. How ? Approach • Noisy Rational Expectations and cognate signalling literature models simple markets where a signal is generated in a semi-game-theoretic way, i.e. actors have rational, linear expectations • Given an objective function, expected characteristics of the signal can be modelled

  6. How ?Approach Demski and Feltham (1994) • two exogenous signals • … allow for the purchase of a private signal (i.e. costly acquisition of private information) • … have derived some testable implications • Analysts can be included as producers of the private signal

  7. How ?Method I extend D&F (1994) by endogenising: • cost • quality of the private signal  use a simple objective function  derive implications for forecast quality I derive additional comparative statics (ERC, Volume, Price informativeness) first some terms…

  8. How ?Terms final realisation (wealth, future price): x~N(0,σx2) public signal (earnings): y2=x +ε2, ε2~N(0,σ22) private signal (forecast): y1=y2+ε1, ε1~N(0,σ12) quality of forecast: 1/σ12 price of forecast: c proportion of investors buying y1 (forecast): λ Investors have a choice: buy or free-ride

  9. How ? Objective Function • Noisy rational expectations modelling • Simple objective function for analysts Π: • Solve for [σ12, λ]: Algebra messy  Simulation Hypothes(e)s Empirics

  10. Preview of findings Prediction (figure 2 coming up):Analysts under-exert themselves when the information environment is of high quality Finding(s):The prediction explains analyst signal quality(although driven by size quintiles 2 & 3)

  11. How ? Method, Caveats • My focus is on supply ("sell-side") analysts • Motivations are more complex than buy-side analysts’ ? • As information intermediaries, how do they interplay with other sources of information ? • I assume analyst is a monopolist

  12. High quality forecast High quality information environment link to slide 30 Solving for Equilibrium (3) – Basic Result (Figure 2)

  13. Intuition At high earnings quality, if the analyst’s signal is very good, info will leak through trades of purchasers benefits of free-riding are substantial analyst makes lower $$$ link to slide 30

  14. Empirics – Data • Earnings forecasts from I/B/E/S International Inc. • Income statement data and release dates from Standard and Poor's Compustat service • Price and volume data from Center for Research in Security Prices (CRSP)

  15. Empirics – Measures σ12 measured by deviation of forecast from earnings ultimately announced  FNOISE = [ (y0acteps-mean) / y0acteps ]2 σ22 ENOISE 1/R2 from Foster (1977) model of earnings (+other measures) Logic ?

  16. Empirics - Approach • just use extreme quintiles on ENOISE

  17. Results

  18. Table 4, Panel A link to Figure 2

  19. Robustness • removing insignificant controls makes no difference (Table 4, Panel B) • adding analyst following makes no difference (Table 5) • regression by size quintiles – all the action is happening in quintiles 2 and 3 (Table 6)

  20. Further research • What is the analyst following in the various quintiles?

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