Please use this identifier to cite or link to this item: doi:10.22028/D291-39934
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Title: IOL Formula Constants : Strategies for Optimization and Defining Standards for Presenting Data
Author(s): Langenbucher, Achim
Szentmáry, Nóra
Cayless, Alan
Müller, Michael
Eppig, Timo
Schröder, Simon
Fabian, Ekkehart
Language: English
Title: Ophthalmic Research
Volume: 64
Issue: 6
Pages: 1055-1067
Publisher/Platform: Karger
Year of Publication: 2021
Free key words: Lens power calculation formulae
Formula constant optimization
Customized constants
Non-linear optimization
Mean absolute prediction error
DDC notations: 610 Medicine and health
Publikation type: Journal Article
Abstract: Purpose: The aim of this study is to present strategies for optimization of lens power (IOLP) formula constants and to show options how to present the results adequately. Methods: A dataset of N = 1,601 preoperative biometric values, IOLP data and postoperative refraction data was split into a training set and a test set using a random sequence. Based on the training set, we calculated the formula constants for established lens calculation formulae with different methods. Based on the test set, we derived the formula prediction error (PE) as difference of the achieved refraction from the formula predicted refraction. Results: For formulae with 1 constant, it is possible to back-calculate the individual constant for each case using formula inversion. However, this is not possible for formulae with >1 constant. In these cases, more advanced concepts such as non-linear optimization strategies are necessary to derive the formula constants. During cross-validation, measures such as the mean absolute or the root mean squared PE or the ratio of cases within mean absolute PE (MAE) limits could be used as quality measures. Conclusions: Different constant optimization concepts yield different results. To test the performance of optimized formula constants, a cross-validation strategy is mandatory. We recommend performance curves, where the ratio of cases within absolute PE limits is plotted against the MAE.
DOI of the first publication: 10.1159/000514916
URL of the first publication: https://doi.org/10.1159/000514916
Link to this record: urn:nbn:de:bsz:291--ds-399344
hdl:20.500.11880/35939
http://dx.doi.org/10.22028/D291-39934
ISSN: 1423-0259
0030-3747
Date of registration: 9-Jun-2023
Faculty: M - Medizinische Fakultät
Department: M - Augenheilkunde
Professorship: M - Univ.-Prof. Dr. Dipl.-Ing. Achim Langenbucher
M - Prof. Dr. med. Nóra Szentmáry
Collections:SciDok - Der Wissenschaftsserver der Universität des Saarlandes

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