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QUANT REPORT — BANPU

Spot (2026-06-22): ฿5.35 | Data window: 2016-05-26 → 2026-06-22 (2,450 sessions, adj close) Caveat: Only 60 of 2,450 daily rows are visible in package + the 10y summary row. Beta/factor regressions, Hurst, variance ratio, regime segmentation, drawdown distribution, and rolling-vol regime dating require the full series — these are flagged as NOT COMPUTABLE FROM PACKAGE rather than fabricated. SET index series, sector ETF, oil, USD/THB, US10Y, China property — none supplied, so all beta/factor coefficients are absent.


1. Return statistics (annualised, 10y daily)

From the 10y summary row only:

Metric BANPU (10y) SET Index
Total adj return −47.96% n/a — not in package
CAGR (geometric) ≈ −6.3% n/a
Mean return (ann., arith.) +0.73% n/a
Volatility (ann.) 38.58% n/a
Skew 0.142 n/a
Kurtosis (excess) 8.41 n/a
Sharpe (rf=0) 0.019 n/a
Max drawdown −79.74% n/a

Distribution diagnostic: Kurtosis 8.4 ⇒ strongly leptokurtic, fat-tailed. Skew mildly positive (0.14) — near-symmetric. Daily return distribution is not normal; any Gaussian-based CI underestimates tail risk by a wide margin.

Implied daily σ ≈ 38.58/√252 = 2.43%. A 3σ Gaussian day is ±7.3%; with κ_excess = 8.4, expect 3σ+ events ~3–5× more often than normal predicts.


2. Volatility regimes

NOT COMPUTABLE FROM PACKAGE. Need full 2,450-row series for rolling 60-day vol or HMM segmentation.

What IS visible in the last 60 sessions (2026-03-25 → 2026-06-22): - Realised daily σ (60d, log returns, my calc on visible CSV): ≈ 1.8–2.0% → annualised ~30% - Range: ฿5.30–฿6.20 (14% peak-to-trough) - Current 60d vol < 10y average vol (38.58%) → current regime: low-vol relative to history. - Visible drift over 60 sessions: 5.90 → 5.35 = −9.3% (annualised −33%). Recent trend = down despite low vol.


3. Beta & factor exposures

NOT COMPUTABLE FROM PACKAGE. No SET, sector, oil, USD/THB, US10Y, China property series provided. No P/E, P/B, ROE, dividend yield in package (audit DO-NOT-FABRICATE items 1–4, 7).

Priors from sector identity (qualitative, not estimated here): BANPU is historically a high-beta SET name (typical β to SET 1.1–1.4 in Thai coal/energy peers) with material loadings on global thermal coal (Newcastle), Henry Hub gas (via BKV), and USD/THB. None of these factor series are in the package, so coefficients/t-stats/R² are not reported.


4. Mean reversion vs trend

Hurst exponent / variance ratio test: NOT COMPUTABLE without full series.

Coarse proxy from the 10y summary: CAGR −6.3% with ann.vol 38.6% over 10 years implies a near-monotonic drift down (drift-to-vol ratio −0.16). The −79.7% max drawdown vs −48% total return tells us the path went substantially lower than the endpoint at some point — i.e. there was a partial recovery after the trough. That is more consistent with trending behaviour over multi-year horizons + mean-reversion within regimes (typical commodity equity).

Operational assumption for forecast: treat 2y horizon as mixed — drift estimate uses long-window negative drift; mean-reversion model anchors to longer-window average price (not valuation, since no P/E available).


5. Drawdown profile

Stat Value Note
Max DD (10y) −79.74% from summary row
Mean DD n/a full series not provided
Recovery time distribution n/a full series not provided
Current DD vs 10y start (10.28) −47.96% spot ฿5.35
Current DD vs implied 10y peak ≥ −66% spot vs implied peak ≈ ฿15.7 (10.28 / (1−0.797 × 10.28/peak); package-level inference only)

Drawdown is severe and characteristic of a structurally challenged commodity equity. Recovery probability calculations require the full series.


6. 2-year forecast — model comparison

Assumptions

Param Value Source
S₀ ฿5.35 last close 2026-06-22
μ (arith. ann.) 0.73% 10y summary
μ (geom. ann.) −6.3% derived from total return
σ (ann.) 38.58% 10y summary
Horizons T=1, T=2 (years) per spec

6a. Geometric Brownian Motion (drift = CAGR −6.3%)

GBM: lnS_T ~ N(lnS₀ + (μ_g − σ²/2)·T, σ²T). Using μ_g = −0.063, σ = 0.3858: - Median 12m: S₀·exp((−0.063 − 0.0744)·1) = 5.35·exp(−0.137) = ฿4.66 - 90% CI 12m: [5.35·exp(−0.137 − 1.645·0.3858), 5.35·exp(−0.137 + 1.645·0.3858)] = [฿2.47, ฿8.80] - Median 24m: 5.35·exp(−0.275) = ฿4.07 - 90% CI 24m: [5.35·exp(−0.275 − 1.645·0.5457), 5.35·exp(−0.275 + 1.645·0.5457)] = [฿1.65, ฿9.99]

6b. GBM with arithmetic-mean drift (μ = 0.73%) — sanity alt

  • Median 12m: 5.35·exp(0.0073 − 0.0744) = ฿5.00
  • Median 24m: 5.35·exp(2·(−0.067)) = ฿4.68

6c. Mean reversion to long-run average price

No valuation series available. Proxy anchor = 10y geometric mean of start+end adj close = √(10.28·5.35) = ฿7.42. Half-life assumption: 18 months (typical for commodity equities; not estimated from data — flagged). - 12m: 5.35 + (7.42 − 5.35)·(1 − exp(−12/18·ln2)) = 5.35 + 2.07·0.370 = ฿6.12 - 24m: 5.35 + 2.07·0.610 = ฿6.61 - CI (using residual σ proxy of 0.7·σ_GBM): 12m [฿3.5, ฿10.7]; 24m [฿3.2, ฿13.5] - Anchor is arbitrary because no fundamental valuation series exists in package.

6d. Multi-factor regression projection

NOT COMPUTABLE — no factor series in package.

6e. Naive EPS × P/E

NOT COMPUTABLE — DO-NOT-FABRICATE items 1 and 3 (no EPS, no P/E in package).

Summary

Model 12m point 12m 90% CI 24m point 24m 90% CI
GBM (geom drift −6.3%) ฿4.66 [฿2.47, ฿8.80] ฿4.07 [฿1.65, ฿9.99]
GBM (arith drift +0.73%) ฿5.00 [฿2.65, ฿9.43] ฿4.68 [฿1.90, ฿11.50]
Mean reversion (anchor ฿7.42) ฿6.12 [฿3.5, ฿10.7] ฿6.61 [฿3.2, ฿13.5]
Multi-factor regression n/a n/a
Naive EPS × P/E n/a n/a
Median of available ฿5.00 [~฿2.9, ~฿9.6] ฿4.68 [~฿2.2, ~฿11.7]

Tail-adjusted CI warning: κ = 8.4 implies real 5%/95% tails are roughly 20–30% wider than the Gaussian CIs above. Treat lower bounds as ~฿2.0 (12m) / ~฿1.3 (24m) for stress purposes.


7. Where models disagree and why

Disagreement Magnitude Driver
GBM-geom vs Mean-reversion at 24m ฿4.07 vs ฿6.61 (+62%) Drift sign: GBM extrapolates the 10y −6.3% CAGR forward; MR assumes price drifts back up toward longer-window mean. If energy-transition pressure on coal is structural, GBM is right; if cyclical, MR is right.
GBM-arith vs GBM-geom ฿5.00 vs ฿4.66 (12m) Pure arithmetic vs geometric mean of past returns. The 7.4 pp gap is the volatility drag (σ²/2). For a stock with 38.6% vol, this is huge — arithmetic drift over-states expected terminal value.
CI width 24m ±~140% range Vol of 38.6% over 2y compounds to σ√T = 54.6% log-vol → wide bands. Real bands wider given kurtosis 8.4.

The forecast is drift-dominated, not vol-dominated, in terms of point estimate disagreement. The disagreement IS the answer: with 38.6% annual vol and an ambiguous drift, signal-to-noise at 2y horizon is low.


8. Confidence: LOW — and limits of this analysis

Confidence: L.

Limits: 1. Only 60 of 2,450 daily rows visible. All higher-moment, rolling, and regime statistics use the summary row's single-point estimates. No rolling vol, no regime dating, no Hurst, no variance ratio could be computed. 2. Zero factor data. SET, oil, gas, USD/THB, US10Y, China property — none in package. Beta and factor exposures fully absent. 3. Zero fundamentals. Per audit DO-NOT-FABRICATE list: no EPS, P/E, P/B, EV/EBITDA, ROE, book value, dividends, debt. No factor ranks (value/size/momentum/quality/yield) possible. Naive EPS×P/E model cannot be run. 4. Structural break risk not modelled: BANPU-BPP merger announced Oct 2025 (3 confirmed sources in package) is a corporate-structure change that may invalidate 10y stationarity assumptions. GBM and MR models implicitly assume the process generating 2016–2026 returns continues — this is likely violated. 5. Fat tails: κ = 8.4 means Gaussian CIs are too narrow. Reported intervals are lower bounds on uncertainty, not honest bounds. 6. Drift estimate fragility: μ̂ standard error over 10y ≈ σ/√10 = 12.2 pp. The −6.3% CAGR is statistically indistinguishable from zero (t ≈ −0.5). Direction of drift over 2y is essentially unknown from price data alone. 7. No survivorship/corporate-action audit beyond the April 2026 dividend adjustment noted by auditor.

Bottom line numerical takeaway: point estimate ฿4.7–฿6.1 in 12m, ฿4.1–฿6.6 in 24m, with honest 90% bands of roughly ฿2–฿10 at 12m and ฿1.5–฿12 at 24m. The bands are wider than the spread of model means — i.e. the noise dominates the signal at this horizon.