Abstract

The adaptive optics (AO) technique has been integrated in confocal scanning laser ophthalmoscopy (SLO) to obtain near diffraction-limited high-resolution retinal images. However, the quality of AOSLO images is decreased by various sources of noise and fixational eye movements. To improve image quality and remove distortions in AOSLO images, the multi-frame averaging method is usually utilized, which relies on an accurate image registration. The goal of image registrations is finding the optimal transformation to best align the input image sequences. However, current methods for AOSLO image registration have some obvious defects due to the limitation of transformation models. In this paper, we first established the retina motion model by using the Taylor series and polynomial expansion. Then we generated the polynomial transformation model and provided its close-form solution for consecutively frame-to-frame AOSLO retina image registration, allowing one to consider more general retinal motions such as scale changes, shearing and rotation motions, and so on. The experimental results demonstrated that higher-order polynomial transformation models are helpful to achieve more accurate registration, and the fourth-order polynomial transformation model is preferred to accomplish an efficient registration with a satisfying computational complexity. In addition, the AKAZE feature detection method was adopted and improved to achieve more accurate image registrations, and a new strategy was validated to exclude those unsuccessful registered regions to promote the robustness of image registration.

Highlights

  • Adaptive optics (AO) technology was first integrated into a confocal scanning laser ophthalmoscope (SLO) in 2002, for the purpose of improving image resolution and acquiring near diffraction-limited retinal images [1]

  • Following the study of retina motion by Mulligan [20], we propose the use of high-order polynomial transformation models to describe the mapping relationship between AOSLO frames

  • In order to select the most suitable polynomial transformation model, we explored the relationship between the number of point pairs, the distribution uniformity of these point pairs, the polynomial order, and the registration performance

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Summary

Introduction

Adaptive optics (AO) technology was first integrated into a confocal scanning laser ophthalmoscope (SLO) in 2002, for the purpose of improving image resolution and acquiring near diffraction-limited retinal images [1]. Due to safety requirements and interference from various sources, the signal-to-noise ratio (SNR) in AOSLO images is very low. This modality suffers from the effects of fixational eye movements, which include various components from low to relatively high frequencies (∼100 Hz) [8,9]. Multi-frame averaging methods are typically utilized to improve image quality and remove such distortions, making accurate image registration an indispensable component of this modality. The primary objective of image registration (both feature- and intensity-based methods) is to find an optimal transformation that produces the best alignment between input images, for the structures of interest (e.g., cone and rod photoreceptors). Selecting a suitable geometric transformation model is crucial to the success of a registration algorithm and is highly dependent on the nature of the image to be registered

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