Podcasts

Brought To You By The  AAOMC

Podcasts

The Corrected View Podcast

THE CORRECTED VIEW PODCAST

 

Welcome to “The Corrected View Podcast,” brought to you by the American Academy of Orthokeratology and Myopia Control. Join your hosts, Dr. Anith Pillai and Dr. Dwight Barnes, as they delve into the dynamic world of orthokeratology and myopia control.

In this enlightening series, Dr. Pillai and Dr. Barnes bring their expertise to the forefront, providing invaluable insights, research updates, and practical advice on managing myopia and utilizing orthokeratology techniques effectively.

From exploring the latest advancements in myopia control to addressing common misconceptions, each episode offers a wealth of knowledge designed to empower both practitioners and patients alike. Whether you’re a seasoned professional or someone curious about the potential of orthokeratology, this podcast promises to broaden your understanding and illuminate the path toward clearer vision and healthier eyes.

Tune in to “The Corrected View Podcast” and gain a fresh perspective on orthokeratology and myopia control that could change the way you see eye care.

The Knowns and Unknowns of Myopia Management and other cool stuff

The Alignment Zone

Paul Levine, OD, FIAOMC, FAAO, IACMM

Welcome to “The Alignment Zone,” where clarity meets innovation in the realm of OrthoK and Myopia Management. Join your host, Dr. Paul Levine, a seasoned expert in the field, as he delves deep into the latest advancements and practices alongside esteemed doctors and industry leaders. In this quarterly forum, we’ll explore the dynamic landscape of Orthokeratology and Myopia Management, unpacking insights, strategies, and breakthroughs that shape the future of vision care. Whether you’re a practitioner seeking to enhance your skills or a curious listener eager to stay informed, “The Alignment Zone” promises to be your essential guide to navigating this vital intersection of science and vision. Tune in and discover the zone where precision and progress converge.