# Lipoprotein(a) Concentration and Achieving Target Values of Low-Density Lipoprotein Cholesterol Calculated by Different Equations

**Authors:** Olga I. Afanasieva, Alexandra V. Tyurina, Elena A. Klesareva, Marat V. Ezhov, Sergei N. Pokrovsky

PMC · DOI: 10.3390/diseases14020041 · Diseases · 2026-01-27

## TL;DR

This study examines how different equations for calculating LDL cholesterol can be affected by elevated lipoprotein(a) levels, which may lead to misclassification of cardiovascular risk.

## Contribution

The study provides insights into how Lp(a) concentration affects LDL-C calculations and suggests thresholds for accurate LDL-C interpretation in patients with elevated Lp(a).

## Key findings

- Up to 90% of LDL-C calculated by certain equations may be due to Lp(a)-cholesterol in patients with elevated Lp(a).
- Using Martin–Hopkins and Sampson equations reclassified 10-13% of patients to a higher risk category compared to Friedewald.
- LDL-C corrected for Lp(a) reclassified 30-59% of patients to a lower risk category at clinically significant thresholds.

## Abstract

Background: Low-density lipoprotein cholesterol (LDL-C) is a major cardiovascular risk factor and an indicator of hypolipidemic therapy effectiveness. However, direct and calculated methods for determining “LDL-C” present the sum of the cholesterol in all apoB-containing lipoproteins, including lipoprotein(a) [Lp(a)]. There has been an ongoing debate about the correctness of LDL-C in patients with elevated Lp(a) concentrations up to now. The aim of this study was to evaluate the effect of Lp(a) concentration on the LDL-C calculated by different equations. Methods: The study included the results of fasting lipids and Lp(a) concentration of 566 measurements from 283 patients (before and after lipid-lowering therapy prescribing, after exclusion of 17 patients with incomplete data). LDL-C and LDL-C corrected for Lp(a)-cholesterol (LDL-Ccorr) were calculated by Friedewald, Martin–Hopkins, and Sampson equations. Results: We assessed 566 measurements of lipids and Lp(a). The number of values reclassified to a higher risk category was 10% and 13% with Martin–Hopkins and Sampson equations compared to the Friedewald formula. The percentage of Lp(a)-cholesterol (Lp(a)-C) in the LDL-C calculated by three formulas was up to 90% or more depending on the concentration of LDL-C and Lp(a). When stratified by clinically significant LDL-C thresholds, the proportion of values LDL-Ccorr reclassified to a lower risk category ranged from 30 to 59%. Conclusion: Comparison of LDL-C concentrations calculated by Friedewald, Martin–Hopkins, and Sampson equations showed high consistency in patients without elevated triglycerides. The LDLcorr is reasonable to use in patients with Lp(a) concentration ≥ 30 and ≥41 mg/dL when using the Martin–Hopkins and Sampson equations, respectively. These data may help clinicians interpret LDL-C goal attainment in patients with elevated Lp(a) and avoid misclassification driven by the Lp(a)-cholesterol component.

## Full-text entities

- **Genes:** APOB (apolipoprotein B) [NCBI Gene 338] {aka FCHL2, FLDB, LDLCQ4, apoB-100, apoB-48}, LPA (lipoprotein(a)) [NCBI Gene 4018] {aka AK38, APOA, LP}, ALB (albumin) [NCBI Gene 213] {aka FDAHT, HSA, PRO0883, PRO0903, PRO1341}
- **Diseases:** IDL-C (MESH:D052456), hypertriglyceridemia (MESH:D015228), stenosis of the coronary and peripheral arteries (MESH:D023921), dysbetalipoproteinemia (MESH:D006952), injury to (MESH:D014947), Atherosclerosis (MESH:D050197), CHD (MESH:D003327), Ischemic Disease (MESH:D017202), Diabetes (MESH:D003920), cardiovascular disease (MESH:D002318), FH (MESH:D006938)
- **Chemicals:** phospholipids (MESH:D010743), lipid (MESH:D008055), Simvastatin (MESH:D019821), Tween-20 (MESH:D011136), sulfuric acid (MESH:C033158), Cholesterol (MESH:D002784), NaCl (MESH:D012965), LDL-Ccorr (-), phosphate (MESH:D010710), Pravastatin (MESH:D017035), TG (MESH:D014280)
- **Species:** Homo sapiens (human, species) [taxon 9606]

## Full text

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## Figures

7 figures with captions in the complete paper: https://tomesphere.com/paper/PMC12939212/full.md

## References

29 references — full list in the complete paper: https://tomesphere.com/paper/PMC12939212/full.md

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Source: https://tomesphere.com/paper/PMC12939212