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Research Article | Volume 15 Issue 11 (November, 2025) | Pages 419 - 422
Accuracy of the Bonacini Score in Predicting Liver Fibrosis: A Cross-Sectional Study from a Tertiary Care Centre in South India
 ,
 ,
1
Associate Professor, Dept. of General Medicine, ESIC MC & PGIMSR, Rajajinagar, Bengaluru, India
2
Assistant Professor, Dept. of General Medicine, ESIC MC & PGIMSR, Rajajinagar, Bengaluru, India
3
Junior Resident, Dept. of General Medicine, ESIC MC & PGIMSR, Rajajinagar, Bengaluru, India
Under a Creative Commons license
Open Access
Received
Oct. 19, 2025
Revised
Oct. 27, 2025
Accepted
Nov. 10, 2025
Published
Nov. 23, 2025
Abstract

Background: Liver fibrosis determination is essential for management and prognosis of chronic liver disease. Liver biopsy is gold standard but invasive; transient elastography (FibroScan®) and composite biochemical scores are used as non-invasive alternatives. The Bonacini score (platelet count + AST/ALT ratio + INR) was developed to predict advanced fibrosis and cirrhosis. Objective: To evaluate accuracy and performance of the Bonacini score in predicting liver stiffness measured by transient elastography (FibroScan) in patients with clinically/ultrasonographically diagnosed cirrhosis. Methods: Cross-sectional analysis of 143 adult cirrhotic patients evaluated in Dept. of General Medicine, ESIC PGIMSR (Rajajinagar). Laboratory data (CBC, LFTs, INR, hepatitis panel) were used to compute the Bonacini score. Liver stiffness (kPa) was measured by FibroScan. Primary analyses: correlation (Pearson/Spearman) between Bonacini score and FibroScan, linear regression modeling, and descriptive statistics. All patients had FibroScan values in the advanced range (see Results). Statistical significance set at p < 0.05. Results: N = 143. Mean (±SD) Bonacini score = 9.29 ± 1.23 (range 6–11). Mean FibroScan = 19.61 ± 2.03 kPa (range 12.5–23.4). The Bonacini score correlated strongly with FibroScan: Pearson r = 0.801 (p < 0.000001), Spearman rho = 0.764 (p < 0.0000001). Linear regression predicted FibroScan from Bonacini: FibroScan (kPa) = 7.303 + 1.324 × (Bonacini score); Bonacini coefficient p < 0.000001; model R² = 0.641. Mean FibroScan increased with increasing Bonacini score (Bonacini 6 → mean 14.23 kPa; Bonacini 11 → mean 21.81 kPa). Conclusion: In this cohort of clinically cirrhotic patients, the Bonacini score had a strong positive correlation with liver stiffness on FibroScan and explains ~64% of variation in stiffness. The Bonacini score — an accessible bedside biochemical index — demonstrates good discriminatory association with advanced fibrosis/cirrhosis and can be clinically useful, especially where elastography or biopsy is unavailable. External validation in earlier-stage disease is warranted.

Keywords
INTRODUCTION

Chronic liver disease (CLD) is a major cause of morbidity and mortality worldwide, with cirrhosis ranking among the leading causes of years of life lost in India. Early identification of fibrosis progression is critical to guide therapy, prognosis, and surveillance.

 

Liver biopsy, though the gold standard, is invasive, costly, and associated with complications. Transient elastography (FibroScan®) has improved non-invasive diagnosis but is not universally available in India.

The Bonacini score, developed in 1997, incorporates routine biochemical parameters (AST/ALT ratio, platelet count, INR) to predict fibrosis. While validated in Western populations, its utility in Indian patients remains underexplored.

 

This study evaluates the accuracy of the Bonacini score against FibroScan® in predicting fibrosis in CLD patients in South India.

MATERIALS AND METHODS

Study design & setting: Prospective cross-sectional study at Department of General Medicine, ESIC MC & PGIMSR, Rajajinagar after institutional ethics approval and informed consent.

 

Population: Adults (>18 yrs) with clinical and ultrasonographic diagnosis of cirrhosis. Exclusion criteria: sepsis/acute infection, history of CAD/CHF/CKD, connective tissue disorder, steroid use in previous month, platelet transfusion prior to sampling, hepatocellular carcinoma.

 

Data collection: Demographic and clinical exam; laboratory investigations (CBC, LFTs, RFTs, coagulation profile, hepatitis panel). Bonacini score components: platelet count.

 

(categorical scoring per Bonacini method), AST/ALT ratio score, and INR score — summed to yield Bonacini total score. Liver stiffness measured by transient elastography (FibroScan®) on the same admission/visit.

 

Outcomes: Primary—association and predictive performance of Bonacini score with FibroScan liver stiffness in kPa (continuous). Secondary—mean FibroScan by Bonacini score groups.

 

Statistical analysis: Continuous variables described as mean ± SD or median (IQR) as appropriate. Correlation by Pearson (for continuous normally distributed) and Spearman (rank). Linear regression used to model FibroScan as dependent variable and Bonacini score as independent variable; results reported as coefficients, p-values and R². Group comparisons used ANOVA or Kruskal–Wallis as applicable. Two-sided p < 0.05 considered significant.

Analyses done in Python / statsmodels / scipy (details available on request).

 

RESULTS

Cohort: 143 patients included. Basic descriptive statistics:

 

Table 1. Descriptive statistics (N = 143)

Variable

Mean

SD

Min

Max

Bonacini score

9.29

1.23

6

11

Fibroscan(kPa)

19.61

2.03

12.5

23.4

 

Correlation:

  • Pearson correlation between Bonacini score and FibroScan: r = 8006, p = 3.66 ×

10⁻³³.

  • Spearman rank correlation: rho = 7644, p = 1.15 × 10⁻²⁸.

 

.

These indicate a strong positive correlation: higher Bonacini scores are associated with higher liver stiffness.

 

Linear regression: Predicting FibroScan (kPa) from Bonacini score:

 

  • Regression equation: FibroScan = 7.303 (intercept) + 1.324 × Bonacini.
  • Bonacini coefficient: β = 1.324, p < 0.000001.
  • Model fit: R² = 0.641 (64.1% of variance in FibroScan explained by Bonacini score).

 

Interpretation: For each 1-point increase in Bonacini score, expected increase in FibroScan ~

1.32 kPa.

 

Table 2: FibroScan by Bonacini group (observed)

Bonacini score

n

Mean fibroscan(kPa)

SD(kPa)

6

4

14.23

1.66

7

5

16.56

0.97

8

25

18.13

1.06

9

48

19.29

1.41

10

33

20.44

1.18

11

28

21.81

0.99

 

(See Table 2 — strong stepwise increase in mean FibroScan with increasing Bonacini score.)

 

Gender stratified: (summary) Both males and females showed the same positive relationship between Bonacini and FibroScan (detailed table available on request).

 

Note on thresholds: In this dataset, all patients had FibroScan values ≥ 12.5 kPa (range 12.5–23.4 kPa), i.e., values in the range typically considered advanced fibrosis / cirrhosis according to commonly used cut-offs (see Discussion and references). Because the cohort comprises clinically diagnosed cirrhosis patients, ROC analysis to differentiate low vs high fibrosis stages (e.g., using threshold 9.5 kPa) was not feasible here (lack of patients with low FibroScan values to form two groups). Instead the analysis focuses on continuous association and group means

DISCUSSION

Principal findings: The Bonacini score correlated strongly with transient elastography liver stiffness (r ≈ 0.80) in this cohort of clinically cirrhotic patients. The model shows that the Bonacini score explains ~64% of the variance in FibroScan values, a substantial proportion for a simple composite biochemical score.

 

Comparison with previous studies: The Bonacini discriminant score was originally developed and validated largely in HCV cohorts (Colli et al. and others) and shown to distinguish severe fibrosis/cirrhosis. Our results extend the utility of the score to a mixed- etiology cirrhotic cohort in a tertiary care Indian population, showing consistent stepwise increases in stiffness with rising Bonacini points.

 

Clinical relevance: In resource-limited settings where FibroScan or liver biopsy may not be available, the Bonacini score (readily derived from routine labs) can provide a reliable indication of fibrosis severity/cirrhosis. The approximate regression coefficient (~1.3 kPa per Bonacini point) provides a quantitative sense of expected change in stiffness with score increments.

 

FibroScan cutoffs (context): Published guideline and pooled analyses commonly use cutoffs such as ~9.5 kPa for advanced fibrosis (≥F3) and ~12.5 kPa for cirrhosis (F4), though thresholds vary by etiology and local calibration. Several expert documents and reviews provide these thresholds and caveats (EASL 2021; FibroScan reporting guidance; recent reviews). wp.uthscsa.edu+2EASL-The Home of Hepatology.+2

 

Limitations:

  1. Single-centre cohort, all clinically diagnosed cirrhosis patients — range of fibrosis stages skewed to advanced disease (no low-stiffness controls). This precluded ROC analysis to assess diagnostic sensitivity/specificity across the full spectrum of
  2. Liver biopsy (histology) — the reference standard — was not available for all patients; we compared against FibroScan (widely accepted non-invasive reference).
  3. Potential selection bias (only patients referred for evaluation).
  4. Results may not generalize to early-stage disease or to etiologies where FibroScan thresholds differ markedly (e.g., NAFLD, cholestatic disease).

 

Implications & future work: Prospective evaluation across the entire fibrosis spectrum (including patients with no/minimal fibrosis) and comparison with histology would be valuable. Also, combining Bonacini with other widely used biochemical scores (FIB-4, APRI) in sequential algorithms could improve discrimination and reduce need for elastography/biopsy.

CONCLUSION

The Bonacini score shows a strong and significant association with liver stiffness measured by FibroScan and explains a substantial proportion of variability in stiffness among clinically cirrhotic patients. It can be a practical, low-cost tool to help identify patients likely to have advanced fibrosis/cirrhosis, particularly in resource-limited settings — but further validation across the full fibrosis spectrum is recommended.

 

Conflict of interest: None

Funding: None.

REFERENCES
  1. Liguori A, et al. (Lancet Gastroenterology commentary on actionable FibroScan cutoffs). The Lancet Colli A, Fraquelli M, Andreoletti M, Marino B, Zuccoli E, Colombo Severe liver fibrosis or cirrhosis: accuracy of US for detection—analysis of 300 cases. Radiology. 2003;227(1):89-94. doi:10.1148/radiol.2271020374
  2. Bonacini M, Hadi G, Govindarajan S, Lindsay Utility of a discriminant score for diagnosing advanced fibrosis or cirrhosis in patients with chronic hepatitis C virus infection. Am J Gastroenterol. 1997;92(8):1302-4. PMID: 9260793
  3. Colli A, Colucci A, Paggi S, Fraquelli M, Conte D. Accuracy of a predictive model for severe hepatic fibrosis or cirrhosis in chronic hepatitis World J Gastroenterol. 2005;11(46):7318-22. doi:10.3748/wjg.v11.i46.7318
  4. Gudowska-Sawczuk M, Gruszewska E, Panasiuk A, Cylwik B, Flisiak R, Chrostek Non-invasive markers of liver fibrosis in chronic hepatitis. Clin Exp Hepatol. 2016;2(1):12-20. doi:10.5114/ceh.2016.58963
  5. Asrani SK, Devarbhavi H, Eaton J, Kamath Burden of liver diseases in the world. J Hepatol. 2019;70(1):151-71. doi:10.1016/j.jhep.2018.09.014
  1. European Association for the Study of the Liver (EASL). EASL Clinical Practice Guidelines on non-invasive tests for evaluation of liver disease severity and prognosis – 2021 update. J Hepatol. 2021;75(3):659-689. doi:10.1016/j.jhep.2021.05.025
  2. Liguori A, Boursier J, Elshaarawy O, et Role of FibroScan in clinical practice: a review. Lancet Gastroenterol Hepatol. 2020;5(4):389-402. doi:10.1016/S2468- 1253(19)30419-0
  3. Castera L, Forns X, Alberti A. Non-invasive evaluation of liver fibrosis using transient J Hepatol. 2008;48(5):835-47. doi:10.1016/j.jhep.2008.02.008
  4. Rockey DC, Caldwell SH, Goodman ZD, Nelson RC, Smith Liver biopsy.Hepatology. 2009;49(3):1017-44. doi:10.1002/hep.22742
  1. Shaheen AA, Myers Diagnostic accuracy of the aspartate aminotransferase–to– platelet ratio index for the prediction of hepatitis C–related fibrosis: a systematic review. Hepatology. 2007;46(3):912-21. doi:10.1002/hep.21835.
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