Private Information Production and the Efficiency of Intra-Industry Information Transfers
Abstract
:1. Introduction
2. Literature Review and Hypotheses Development
2.1. Peers’ Earnings Announcements and Private Information Production
2.2. Overconfidence in Private Signals and the Efficiency of Information Transfers
3. Sample and Research Design
3.1. Sample
3.2. Research Design
3.2.1. Peers’ Earnings Announcements and Private Information Production
3.2.2. Peer-Triggered Private Information Production and the Efficiency of Information Transfers
4. Main Results
4.1. Peers’ Earnings Announcements and Private Information Production
4.1.1. Descriptive Statistics
4.1.2. Results
4.2. Peer-Triggered Private Information Production and the Efficiency of Information Transfers
5. Additional Analysis and Robustness Checks
5.1. Cross-Sectional Analysis
5.2. Robustness Checks
6. Conclusions
Funding
Institutional Review Board Statement
Informed Consent Statement
Data Availability Statement
Conflicts of Interest
Appendix A. Definition of Pre- and Post-Period
Appendix B. Variable Definitions
Variable | Definition |
Private information production variables | |
CONSENSUSi,q | The proportion of common information to total information in analysts’ forecasts calculated using the methodology described in Barron et al. (2002). Specifically, it is calculated as 1 − D/V, where D is the sample variance of individual forecasts around the mean forecast and V is the mean of the squared differences between individual forecasts and actual reported earnings. PRE_CONSENSUS (POST_CONSENSUS) is CONSENSUS calculated using analysts’ quarter q earnings forecasts for firm i issued in the pre-period (post-period). |
PRECISIONi,q | The precision of analysts’ private information calculated using the methodology described in Barron et al. (2002). Specifically, it is calculated as (1 − CONSENSUS) ∗ (1/V), where V is defined above. PRE_PRECISION (POST_PRECISION) is PRECISION calculated using analysts’ quarter q earnings forecasts for firm i issued in the pre-period (post-period). |
D_CONSENSUSi,q | The difference between POST_CONSENSUS and PRE_CONSENSUS. RANK_D_CONSENSUS is the quartile ranking of D_CONSENSUS. |
D_PRECISIONi,q | The difference between POST_PRECISION and PRE_PRECISION. RANK_D_PRECISION is the quartile ranking of D_PRECISION. |
POSTi,q | An indicator variable equal to one if CONSENSUS (or PRECISION) is measured using forecasts issued in the post-period, and zero otherwise. |
PINi,q | Probability of informed trading estimated using the methodology described in Easley et al. (2002). PIN_AD (PIN_NAD) is PIN estimated using days when early-announcing industry peers report earnings (no industry peers announce earnings). I exclude days when the firm itself report earnings or earnings guidance from the analysis. At least 60 non-missing observations are required to estimate PIN. This measure is estimated for each firm-year. |
D_PINi,q | The difference between PIN_AD and PIN_NAD. RANK_D_PIN is the quartile ranking of D_PIN. |
ADi,q | An indicator variable equal to one if PIN is estimated using announcement days, and zero otherwise. |
EDGAR_ADi,d | The number of Edgar searches for firm i on day d when early-announcing peers report earnings. Only searches related to non-index pages (idx = 0), with file size greater than zero (size > 0) and file type being “htm” or “txt” (doctype = .htm or .txt) are included in the analysis. |
EDGAR_NADi,d | The number of Edgar searches for firm i on day d when no industry peers announce earnings. I also exclude days when the firm itself reports earnings or guidance. |
D_EDGARi,d | The difference between EDGAR_ADi,d and the average of EDGAR_NAD in the same quarter. RANK_D_EDGAR is the quartile ranking of D_EDGAR. |
Information transfer variables | |
RET_LOi,q | The one-day market-adjusted excess return of late-announcing firm i over its own earnings announcement window in quarter q. |
RET_LEi,d,q | The one-day market-adjusted excess return of late-announcing firm i over early announcers’ earnings announcement date d in quarter q. |
RET_EOi,d,q | The average of the one-day market-adjusted excess returns of all early announcers that announced earnings on day d in quarter q. |
CLOSEPEERi,d,q | An indicator variable equal to one if at least one early announcer on a certain day d is a close peer to late-announcing firm i in quarter q, and zero otherwise. |
MIXi,d,q | The negative of the absolute value of the difference between the percentage of positive and negative news of all early announcers on a given day d. Early announcer news is measured as the early announcer’s one-day market-adjusted excess return on its own earnings announcement day. RANK_MIX is the quartile ranking of MIX. |
DISPi,d,q | The dispersion of early announcers’ news on a given day. Early announcer news is measured in the same way as described above. RANK_DISP is the quartile ranking of DISP. |
Other variables | |
ACCi,q | Total accruals calculated in the same way as in Sloan (1996) but on a quarterly basis. |
HPSCOREi,q | Product similarity score developed in Hoberg and Phillips (2010, 2016). |
INSTOWNi,q | Percentage of institutional ownership. Observations with missing values on INSTOWN is set to have a value of zero. |
LAG1Q_RETLOi,q | Late-announcing firm i’s one-day excess return around its own earnings announcement in q − 1. |
LAG4Q_RETLOi,q | Late-announcing firm i’s one-day excess return around its own earnings announcement in q − 4. |
LOGACOVi,q | The natural logarithm of one plus the number of analysts that have issued at least one forecasts or recommendations for a particular firm over the fiscal year. |
LOGBMi,q | The natural logarithm of book-to-market ratio. |
LOG_NDAYSi,q | The natural logarithm of the average number of days between the announcement date of the forecasts and firm i’s earnings announcement date in current quarter q. |
LOGSIZEi,q | The natural logarithm of market capitalization. |
RET6i,q | Late-announcing firm i’s buy-and-hold six-month returns up to one week before its earnings announcement date in the current quarter q. |
ROAi,q | Return-on-asset, measured as earnings before extraordinary items divided by total assets. |
1 | Unless otherwise noted, I use “intra-industry information transfer” and “information transfer” interchangeably in this paper. |
2 | A detailed discussion of the definition and examples of “private information” is provided in Section 2.1. |
3 | Appendix A provides a graphical depiction of the timeline. More discussions about analysts’ forecast consensus and precision as measures for private information production is provided in Section 3.2.1. |
4 | I exclude days when the firm makes its own earnings announcements or earnings guidance from the analysis. For more details on the research design and the validity of PIN as a measure for private information production, please refer to Section 3.2. |
5 | Future research could explore these potential boundary conditions to further refine our understanding of the dynamics of private information production in response to peer earnings announcements. However, this study focuses on establishing the general relationship, providing a foundation for future investigations into the nuances and contingencies of this phenomenon. |
6 | Appendix B provides detailed descriptions of these variables. |
7 | The underlying assumption for the PIN measure is that investors of the late announcers are able to collect, process, and trade on the early announcers’ earnings news on the day of the announcements. This assumption is likely to be reasonable as prior research found that informed traders take only minutes to incorporate private information into stock prices (e.g., Bolandnazar et al., 2020). A similar logic also applies to the assumption underlying the calculation of the EDGAR search measure and the earnings news ambiguity measures in Section 5. |
8 | See Note 6. |
9 | Specifically, as the research question focuses on the information transfer within the industry, industry fixed effects can help isolate this by controlling for other factors affecting the industry as a whole. This allows me to more precisely estimate how the early announcer’s news per se spills over to the late announcer’s stock prices. However, firm fixed effects in this case would control for all time-invariant firm-specific characteristics that affect stock returns. This could inadvertently remove the very variation this paper is interested in studying, which is how the firm responds to its industry peers’ earnings news. |
10 | The Pearson (Spearman) correlation between D_CONSENSUS and D_PRECISION was −0.717 (−0.640), and both were significant at the 1% level. This is comparable with the results reported in Table 2 of Barron et al. (2005). |
11 | To ensure the robustness of the OLS regression analysis, I conducted a series of diagnostic tests to assess the model’s assumptions. The (untabulated) results indicated that the assumptions of linearity, homoskedasticity, absence of multicollinearity, and time-series stationarity were satisfied. Furthermore, I failed to find evidence that the model suffers from significant omitted variable bias. However, the normality assumption was violated for both CONSENSUS and PRECISION, raising concerns about potential bias in the OLS estimates. To address this issue, I employed quantile regression as a complementary analysis. This approach relaxes the normality assumption and provides a more robust estimation of the relationship between the variables of interest, further corroborating the findings of the OLS analysis. The results of the quantile regression are presented in Table 2, Panel B. |
12 | Similar to the previous analysis, I conducted diagnostic tests to assess the assumptions of the OLS regression model. The (untabulated) results indicated that the assumptions of linearity, homoskedasticity, absence of multicollinearity, and time-series stationarity were satisfied. Additionally, there was no evidence of significant omitted variable bias. However, PIN violated the normality assumption. Thus, I employed quantile regression as a complementary analysis and present the results in Table 3, Panel B. |
13 | Diagnostic tests (untabulated) confirmed that the OLS regression model met the assumptions of linearity, homoskedasticity, absence of multicollinearity, and time-series stationarity. There was no evidence of omitted variable bias. Additionally, the normality of RET_LO supported the use of OLS. |
14 | Assessment of multicollinearity (untabulated) suggested that the regression coefficients were reliable. |
15 | In untabulated tests, the mean (median) of EDGAR_AD was 64.479 (19.000), while the mean (median) of EDGAR_NAD was 55.780 (16.000). The difference between the mean of EDGAR_AD and EDGAR_NAD was significantly positive (at 1% level), confirming the findings in Drake et al. (2015) that EDGAR search traffic for non-announcing firms increases when peers announce earnings. |
16 | The conjectures that late announcer investors’ private information production increases when close peers announce earnings and when early announcers’ earnings news has high ambiguity do not necessarily contradict each other. Prior research has documented both positive and negative information transfers from industry peers (e.g., Kim et al., 2008). Specifically, positive transfers are due to the commonality in business operations while negative transfers are due to competitive rivalry. Although close peers are more similar to the late-announcing firm in business operations, they are also more likely to be rivals. Thus, news from close peers may not have unambiguous implications for the late-announcing firm. |
17 | See Note 14. |
18 | In an untabulated analysis, I also calculated the EDGAR search traffic for the early announcers when the late announcers report earnings, and it had a mean (median) of 54.991 (17.000) with a standard deviation of 94.383. Univariate analysis suggested that there was no significant difference between the EDGAR search traffic for the early announcer on late announcers’ reporting days and EDGAR_NAD, which is consistent with findings in prior research that the extent of information transfer is much stronger from the early announcer to the late announcer than vice versa (Hall et al., 2012). |
19 | Specifically, RANK_LIQCONSTR is the quartile ranking of the late announcer’s liquidity constraint, measured as the debt-to-equity ratio as of the end of the previous quarter; RANK_LOGACOV is the quartile ranking of investor attention to the late announcer, measured as one plus the number of analysts covering the firm in the previous quarter; RANK_LOGSIZE is the quartile ranking of LOGSIZE; and RANK_HHI is the quartile ranking of the HHI index of the late announcer’s four-digit SIC industry measured in the previous year. |
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Panel A. Firm-Quarter Observations | ||||||
Mean | Std. | P75 | Median | P25 | N | |
PRE_CONSENSUS | 0.516 | 0.439 | 0.908 | 0.649 | 0.147 | 53,425 |
POST_CONSENSUS | 0.422 | 0.512 | 0.857 | 0.466 | −0.191 | 53,425 |
PRE_PRECISION | 2404.47 | 5388.65 | 907.48 | 109.33 | 9.44 | 53,425 |
POST_PRECISION | 3004.38 | 7670.15 | 2106.88 | 219.85 | 19.47 | 53,425 |
LOG_NDAYS | 4.317 | 0.659 | 4.684 | 4.425 | 4.048 | 53,425 |
Panel B. Firm-Year Observations | ||||||
Mean | Std. | P75 | Median | P25 | N | |
PIN_AD | 0.256 | 0.094 | 0.303 | 0.252 | 0.192 | 10,430 |
PIN_NAD | 0.249 | 0.092 | 0.288 | 0.250 | 0.192 | 10,430 |
ROA | 0.003 | 0.137 | 0.061 | 0.020 | 0.003 | 10,430 |
LOGSIZE | 6.143 | 1.815 | 7.319 | 6.025 | 4.810 | 10,430 |
LOGBM | −0.750 | 0.790 | −0.230 | −0.660 | −1.180 | 10,430 |
LOGACOV | 2.050 | 1.220 | 3.000 | 2.300 | 1.100 | 10,430 |
INSTOWN | 0.407 | 0.341 | 0.723 | 0.381 | 0.039 | 10,430 |
Panel A. OLS Regressions | ||
Dependent variable: | CONSENSUS | PRECISION |
(1) | (2) | |
POST | −0.086 *** | 604.370 *** |
(−3.167) | (12.341) | |
LOG_NDAYS | 0.310 *** | −2056.360 *** |
(13.732) | (−21.870) | |
LOGACOV | −0.016 | 122.870 |
(−1.518) | (0.635) | |
ROA | −0.063 * | 8726.740 *** |
(−1.820) | (9.363) | |
LOGSIZE | 0.036 | −655.710 |
(1.272) | (−1.077) | |
LOGBM | 0.013 * | −1129.590 *** |
(1.895) | (−6.709) | |
INSTOWN | 0.130 | −838.970 |
(0.451) | (−1.145) | |
Firm Fixed Effects | Yes | Yes |
Year-quarter Fixed Effects | Yes | Yes |
Observations | 106,850 | 106,850 |
Adjusted R-squared | 0.085 | 0.023 |
Panel B. Quantile Regressions | ||
Dependent variable: | CONSENSUS | PRECISION |
(1) | (2) | |
POST | −0.117 *** | 107.405 *** |
(−3.492) | (13.782) | |
LOG_NDAYS | 0.113 *** | −61.718 *** |
(6.079) | (−8.877) | |
LOGACOV | −0.069 | 34.716 |
(−0.944) | (0.726) | |
ROA | −0.220 *** | 301.127 *** |
(−3.295) | (13.506) | |
LOGSIZE | −0.001 | −12.431 |
(−0.847) | (−1.403) | |
LOGBM | 0.005 * | −56.830 *** |
(1.909) | (−7.329) | |
INSTOWN | 0.065 | −49.529 |
(1.176) | (−0.718) | |
Firm Fixed Effects | Yes | Yes |
Year-quarter Fixed Effects | Yes | Yes |
Observations | 106,850 | 106,850 |
Adjusted R-squared | 0.124 | 0.019 |
Panel A. OLS Regression | |
Dependent variable: | PIN |
AD | 0.008 *** |
(2.883) | |
LOGACOV | −0.010 *** |
(−5.698) | |
ROA | 0.002 * |
(1.933) | |
LOGSIZE | −0.017 *** |
(−7.736) | |
LOGBM | 0.002 |
(1.580) | |
INSTOWN | 0.026 *** |
(5.395) | |
Firm Fixed Effects | Yes |
Year Fixed Effects | Yes |
Observations | 20,860 |
Adjusted R-squared | 0.176 |
Panel B. Quantile Regression | |
Dependent variable: | PIN |
AD | 0.028 *** |
(6.710) | |
LOGACOV | −0.013 *** |
(−9.226) | |
ROA | 0.001 |
(1.562) | |
LOGSIZE | −0.016 *** |
(−6.069) | |
LOGBM | 0.001 |
(0.941) | |
INSTOWN | 0.016 *** |
(3.636) | |
Firm Fixed Effects | Yes |
Year Fixed Effects | Yes |
Observations | 20,860 |
Adjusted R-squared | 0.174 |
Panel A. Descriptive Statistics | |||||
RET_LO | RET_LE | RET_EO | |||
Mean | 0.000 | 0.000 | 0.000 | ||
Std. | 0.041 | 0.028 | 0.031 | ||
P75 | 0.018 | 0.012 | 0.011 | ||
Median | 0.000 | −0.001 | 0.000 | ||
P25 | −0.017 | −0.013 | −0.012 | ||
N | 961,206 | 961,206 | 961,206 | ||
Panel B. Replication of Over- and Underreactions in Information Transfers | |||||
Dependent variable: | RET_LO | ||||
(1) | (2) | ||||
RET_LE | −0.011 *** | −0.09 *** | |||
(−4.434) | (−2.619) | ||||
RET_EO | 0.008 *** | 0.007 *** | |||
(4.568) | (3.496) | ||||
LOGSIZE | 0.000 | 0.000 | |||
(0.421) | (0.560) | ||||
LOGBM | 0.001 *** | 0.002 ** | |||
(4.410) | (2.039) | ||||
ACC | −0.002 * | −0.001 | |||
(−1.803) | (−1.014) | ||||
LAG1Q_RETLO | 0.007 *** | 0.006 ** | |||
(2.752) | (2.157) | ||||
LAG4Q_RETLO | 0.005 * | 0.003 | |||
(1.778) | (1.294) | ||||
RET6 | 0.000 | 0.000 | |||
(0.047) | (0.018) | ||||
Industry FE | No | Yes | |||
Year-quarter FE | No | Yes | |||
Observations | 961,206 | 961,206 | |||
Adjusted R-squared | 0.001 | 0.036 |
Panel A. Analyst-Based Measures | ||
Dependent variable: | RET_LO | |
(1) | (2) | |
RET_LE | −0.016 ** | −0.003 |
(−2.252) | (−1.356) | |
RET_EO | 0.010 *** | 0.002 |
(2.951) | (1.015) | |
RANK_D_CONSENSUS | 0.001 | |
(1.254) | ||
RET_LE*RANK_D_CONSENSUS | 0.003 ** | |
(2.344) | ||
RET_EO*RANK_D_CONSENSUS | −0.002 ** | |
(−2.096) | ||
RANK_D_PRECISION | 0.000 | |
(0.693) | ||
RET_LE*RANK_D_PRECISION | −0.004 *** | |
(−2.944) | ||
RET_EO*RANK_D_PRECISION | 0.003 ** | |
(2.174) | ||
LOGSIZE | 0.000 | 0.001 |
(0.592) | (1.524) | |
LOGBM | 0.001 ** | 0.001 *** |
(2.142) | (2.723) | |
ACC | −0.002 | −0.005 |
(−1.029) | (−0.952) | |
LAG1Q_RETLO | 0.003 | 0.007 |
(0.341) | (1.355) | |
LAG4Q_RETLO | 0.005 | 0.012 * |
(0.335) | (1.682) | |
RET6 | 0.001 | 0.001 |
(0.538) | (0.691) | |
Industry FE | Yes | Yes |
Year-quarter FE | Yes | Yes |
Observations | 961,206 | 961,206 |
Adjusted R-squared | 0.036 | 0.036 |
Panel B. Investor-Based Measure | ||
Dependent variable: | RET_LO | |
RET_LE | −0.002 | |
(1.07) | ||
RET_EO | 0.002 | |
(1.352) | ||
RANK_D_PIN | 0.000 | |
(0.740) | ||
RET_LE*RANK_D_PIN | −0.003 *** | |
(3.113) | ||
RET_EO*RANK_D_PIN | 0.002 ** | |
(2.379) | ||
LOGSIZE | 0.000 | |
(0.317) | ||
LOGBM | 0.002 *** | |
(3.006) | ||
ACC | −0.002 | |
(−1.423) | ||
LAG1Q_RETLO | 0.007 ** | |
(2.050) | ||
LAG4Q_RETLO | 0.003 | |
(0.684) | ||
RET6 | 0.000 | |
(0.723) | ||
Industry FE | Yes | |
Year-quarter FE | Yes | |
Observations | 961,206 | |
Adjusted R-squared | 0.036 |
Panel A. Peer News Relevance | ||||
Dependent variable: | RET_LO | |||
Peer news relevance measured by | Close peers (defined by top TNIC3 peers) | Abn. EDGAR search traffic | ||
Top 1/4 | Top 1/3 | |||
(1) | (2) | (3) | ||
RET_LE | −0.006 * | −0.004 | −0.002 | |
(−1.659) | (−1.548) | (−0.540) | ||
RET_EO | 0.006 ** | 0.005 * | 0.002 | |
(2.066) | (1.746) | (0.612) | ||
CLOSEPEER | 0.000 | 0.000 | ||
(0.650) | (1.209) | |||
RET_LE*CLOSEPEER | −0.009 ** | −0.012 ** | ||
(−1.985) | (−1.982) | |||
RET_EO*CLOSEPEER | 0.007 * | 0.008 ** | ||
(1.926) | (1.980) | |||
RANK_D_EDGAR | −0.001 | |||
(−0.728) | ||||
RET_LE*RANK_D_EDGAR | −0.002 ** | |||
(−2.498) | ||||
RET_EO*RANK_D_EDGAR | 0.003 *** | |||
(2.826) | ||||
LOGSIZE | 0.001 | 0.000 | 0.001 | |
(0.331) | (0.338) | (1.162) | ||
LOGBM | 0.001 ** | 0.001 *** | 0.001 ** | |
(2.073) | (2.777) | (2.089) | ||
ACC | −0.003 | −0.003 | −0.005 | |
(−0.955) | (−0.954) | (−1.375) | ||
LAG1Q_RETLO | 0.007 * | 0.007 * | 0.002 | |
(1.776) | (1.732) | (1.535) | ||
LAG4Q_RETLO | 0.002 | 0.002 | 0.001 * | |
(0.689) | (0.341) | (1.774) | ||
RET6 | 0.001 | 0.001 | 0.000 | |
(0.771) | (0.692) | (−0.076) | ||
Industry FE | Yes | Yes | Yes | |
Year-quarter FE | Yes | Yes | Yes | |
Observations | 961,206 | 961,206 | 961,206 | |
Adjusted R-squared | 0.036 | 0.036 | 0.036 | |
Panel B. Peer News Ambiguity | ||||
Dependent variable: | RET_LO | |||
Peer news ambiguity measured by | MIX | DISP | ||
(1) | (2) | |||
RET_LE | −0.006 * | −0.007 * | ||
(−1.788) | (−1.721) | |||
RET_EO | 0.009 *** | 0.005 * | ||
(3.029) | (1.682) | |||
RANK_MIX | 0.00 | |||
(0.341) | ||||
RET_LE*RANK_MIX | −0.003 * | |||
(−1.874) | ||||
RET_EO*RANK_MIX | 0.002 * | |||
(1.686) | ||||
RANK_DISP | 0.000 | |||
(0.282) | ||||
RET_LE*RANK_DISP | −0.003 * | |||
(−1.926) | ||||
RET_EO*RANK_DISP | 0.004 ** | |||
(2.066) | ||||
LOGSIZE | 0.000 | 0.000 | ||
(1.031) | (0.392) | |||
LOGBM | 0.001 *** | 0.001 *** | ||
(2.791) | (2.749) | |||
ACC | −0.003 | −0.003 | ||
(−0.951) | (−0.946) | |||
LAG1Q_RETLO | 0.007 *** | 0.007 *** | ||
(2.767) | (2.723) | |||
LAG4Q_RETLO | 0.002 | 0.002 | ||
(0.687) | (0.512) | |||
RET6 | 0.000 | 0.001 | ||
(0.787) | (1.024) | |||
Industry FE | Yes | Yes | ||
Year-quarter FE | Yes | Yes | ||
Observations | 961,206 | 961,206 | ||
Adjusted R-squared | 0.036 | 0.036 |
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Xia, J. Private Information Production and the Efficiency of Intra-Industry Information Transfers. J. Risk Financial Manag. 2025, 18, 42. https://doi.org/10.3390/jrfm18010042
Xia J. Private Information Production and the Efficiency of Intra-Industry Information Transfers. Journal of Risk and Financial Management. 2025; 18(1):42. https://doi.org/10.3390/jrfm18010042
Chicago/Turabian StyleXia, Jingjing. 2025. "Private Information Production and the Efficiency of Intra-Industry Information Transfers" Journal of Risk and Financial Management 18, no. 1: 42. https://doi.org/10.3390/jrfm18010042
APA StyleXia, J. (2025). Private Information Production and the Efficiency of Intra-Industry Information Transfers. Journal of Risk and Financial Management, 18(1), 42. https://doi.org/10.3390/jrfm18010042