Factor Analysis Report

Diagnostic factor tear sheet.

Mean IC 0.031
Information Ratio 0.16
Absolute Top vs Bottom Spread (5D) 0.94%
Avg Assets per Formation 70
Formation Cadence 32 formations; approximately monthly (median 31.0 calendar days)
IC Sample (5D) 32 usable formation dates
Rolling IC Window Target 12 usable formation observations (~12 calendar months); partial from 5

Methodology & Return Provenance

Factor forward returns are diagnostic labels and must not be interpreted as realized fill-to-exit strategy returns.

Report calculation contract
Internal research report
Backtest engine
research backtester
Factor formation schedule
Month start (first trading session); market open +60 minutes
Observed factor-formation cadence
approximately monthly; median 31.0 calendar days across 32 report formations.
Usable IC cadence (5D)
approximately monthly; median 31.0 calendar days across 32 usable IC observations.
Rolling IC window
Target up to 12 usable formation observations (~12 calendar months); partial rolling means begin at 5 observations. This is separate from the 5D forward-return horizon.
Stored signal timestamp
Formation session date only; the exact intraday callback timestamp is not retained in the factor-report dataset.
Forward-return entry
Formation-session close at the factor index date (price[t]).
Forward-return endpoint
Close N available daily price-matrix rows after formation (price[t+N]); a missing endpoint produces a missing label. N is not a calendar-day count.
Price field
close
Price basis
Adjusted close
Corporate-action adjustment
Research data portal corporate-action adjustments
Price source
research data portal
Intended-target return attribution
Next available return session after the target date for intended-target daily return attribution only; this is not an order or fill timestamp.
Execution / realized returns
Orders are submitted during the configured rebalance callback; actual transaction timestamps and fill prices are authoritative. Factor labels are not realized fill-to-exit returns.
Quantile-return benchmark
At each formation, subtract the equal-weight mean return of all eligible assets with a valid return for that horizon.
Quantile-return aggregation
Pool valid asset observations by quantile after formation-level demeaning; each asset observation has equal weight, so formations with more valid assets contribute more observations.
Top-minus-bottom spread aggregation
Within each formation, compute and horizon-normalize the top and bottom quantile means, subtract bottom from top, then average formation spreads with equal formation weight.
Horizon normalization
Convert each demeaned holding-horizon return to a 5D-equivalent compounded rate. These are relative rates, not absolute cumulative returns.
Information coefficient
Formation-date Spearman rank correlation with no group adjustment (group_adjust=False, by_group=False).
IC inference
Observation count is the number of usable formation dates. Mean-IC significance uses horizon-aware Newey-West/HAC inference rather than the legacy iid one-sample t-test.

Absolute Cumulative Forward Returns by Factor Quantile

Arithmetic close-to-close forward returns averaged within each quantile; these values are not cross-sectionally demeaned or horizon-normalized.

Cross-Sectionally Demeaned Equivalent Returns by Factor Quantile

Returns are demeaned against the equal-weight eligible universe at each formation, pooled as asset observations within quantile, and converted to 5D-equivalent compounded rates. They are relative rates, not absolute cumulative returns.

Information Coefficient Time Series (5D)

Each of the 32 usable IC observations is one formation-date Spearman rank correlation for the 5D forward-return horizon. The rolling line targets up to 12 usable formation observations (~12 calendar months at the approximately monthly usable-IC cadence); partial rolling means begin at 5 observations. The observed factor-formation cadence is approximately monthly. 5D describes the forward-return horizon; it does not describe the formation cadence or rolling-window length.

Information Analysis

Each IC observation is one usable formation date. Mean-IC t-statistics and p-values use horizon-aware Newey-West/HAC inference, which accounts for overlap and can be more conservative than the legacy iid one-sample t-test. No group adjustment is applied (group_adjust=False, by_group=False).

Metric 5D 10D 21D 32D 63D
IC Observations 32 32 32 31 30
IC Mean 0.031 0.030 0.073 0.081 0.077
IC Std. 0.196 0.214 0.181 0.164 0.133
Risk-Adjusted IC 0.161 0.140 0.406 0.498 0.577
HAC Lags 0 0 0 1 2
HAC t-stat(IC) 0.923 0.805 2.332 2.733 3.333
HAC p-value(IC) 0.3561 0.4211 0.0197 0.0063 0.0009
IC Skew 0.252 0.650 0.286 0.109 0.324
IC Kurtosis -0.291 -0.075 0.082 -0.325 0.332

Returns Analysis

Alpha and beta are regression diagnostics. Quantile rows are cross-sectionally demeaned 5D-equivalent rates in basis points.

Metric 5D 10D 21D 32D 63D
Ann. alpha 0.261 0.214 0.237 0.208 0.101
beta 0.080 0.036 0.142 0.227 0.305
Cross-Sectionally Demeaned 5D-Equivalent Return — Top Quantile (bps) 108.51 bps 81.88 bps 105.13 bps 104.10 bps 78.63 bps
Cross-Sectionally Demeaned 5D-Equivalent Return — Bottom Quantile (bps) 16.80 bps 35.82 bps -5.82 bps -27.69 bps -22.19 bps
Cross-Sectionally Demeaned 5D-Equivalent Top-minus-Bottom Spread (bps) 90.20 bps 44.91 bps 107.15 bps 130.08 bps 96.44 bps

Quantile Mean Turnover

Metric 1F 3F 6F 12F
Quantile 1 Mean Turnover 0.700 0.815 0.909 0.966
Quantile 2 Mean Turnover 0.830 0.878 0.949 0.976
Quantile 3 Mean Turnover 0.846 0.899 0.950 0.957
Quantile 4 Mean Turnover 0.856 0.937 0.925 0.964
Quantile 5 Mean Turnover 0.842 0.919 0.952 0.963
Quantile 6 Mean Turnover 0.818 0.954 0.937 0.962
Quantile 7 Mean Turnover 0.859 0.901 0.941 0.954
Quantile 8 Mean Turnover 0.819 0.899 0.931 0.950
Quantile 9 Mean Turnover 0.743 0.882 0.894 0.962
Quantile 10 Mean Turnover 0.448 0.618 0.785 0.960

Factor Rank Autocorrelation

Metric 1F 3F 6F 12F
Mean Factor Rank Autocorrelation 0.724 0.485 0.237 -0.059

Observation Counts

Metric 5D 10D 21D 32D 63D
Eligible Formations 32 32 32 31 30
Asset Observations 2235 2235 2235 2171 2106