Constant optimization for Haigis formula and a batch of eyes
Updated on version: 1.0.5

haigisELP

Predicts the Effective Lens Position (ELP) from the Haigis formula that matchs the postoperative residual sphero-equivalent from the Subjective Refraction. It is used for constant optimization through a sequential multiple regresion that includes axial length and anterior chamber depth. Unlike the haigisELP function, it allows a simultaneous calculation of multiple eyes.

EXAMPLE PLOT:

Constant optimization for Haigis formula and a batch of eyes

DESCRIPTION:

Predicts the Effective Lens Position (ELP) from the Haigis formula that matchs the postoperative residual sphero-equivalent from the Subjective Refraction. It is used for constant optimization through a sequential multiple regresion that includes axial length and anterior chamber depth. This function performs the same calculation as the haigisELP function but for multiple eyes where each row represents one eye.

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The Refractive Analysis is an Open Source Toolbox for Matlab developed by Rodríguez-Vallejo M for the Analysis of Vision Science Results. It is freely available for the students of our online course but you need the Matlab software to use it. Matlab software is not provided with the course.

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