Abstract

Objective: This study aimed to measure concordance between different renal function estimates in terms of drug doses and determine the potential significant clinical differences.
 Methods: Around one hundred and eighty patients (≥ 18 y) with chronic kidney disease (CKD) were eligible for inclusion in this study. A paired-proportion cohort design was utilized using an artificial intelligence model. CKD patients refined into those who have drugs adjusted for renal function. For superiority of Cockcroft-Gault (CG) vs. modified diet in renal disease (MDRD) guided with references for concordance or discordance of the two equations and determined the dosing tiers of each drug. Validated artificial neural networks (ANN) was one outcome of interest. Variable impacts and performed reassignments were compared to evaluate the factors that affect the accuracy in estimating the kidney function for a better drug dosing.
 Results: The best ANN model classified most cases to CG as the best dosing method (79 vs. 72). The probability was 85% and the top performance was slightly above 93%. Creatinine levels and CKD staging were the most important factors in determining the best dosing method of CG versus MDRD. Ideal and actual body weights were second (24%). Whereas drug class or the specific drug was an important third factor (14%).
 Conclusion: Among many variables that affect the optimal dosing method, the top three are probably CKD staging, weight, and the drug. The contrasting CKD stages from the different methods can be used to recognize patterns, identify and predict the best dosing tactics in CKD patients.

Highlights

  • Starting in 1998, the United States FDA made a requirement that new medication applications include renal dosing [1]

  • Dosing of medications in chronic kidney disease (CKD) patients is further complicated by the very nature of the dose-response interaction for the various medications

  • Recruited CKD patients would be refined into those who have drugs adjusted for renal function and were added as an input variable

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Summary

Introduction

Starting in 1998, the United States FDA made a requirement that new medication applications include renal dosing [1]. Patients with CKD have several challenges that may alter the response to medications, and may affect the optimal dose of medications. Dosing of medications in CKD patients is further complicated by the very nature of the dose-response interaction for the various medications. Some medications need high peak levels, whereas others require less fluctuation of the levels over the dosing intervals [4,5,6,7,8,9,10,11,12,13,14,15,16,17,18]. Aminoglycoside antibiotics are an example of the former, whereas β-lactams are a representative of the latter [19,20,21,22]

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