Navigating the Stability Universe

Online On Demand

Course Offering 2201903OL2884A
Course ID 2884

Who Should Attend?
This course is intended for professionals in the Medical Products industry and those in Contract Research Organizations who operate in Stability, Quality Control, Analytical Chemistry and Quality Assurance departments.

It will be especially beneficial for Technicians, Scientists, Associates, Specialists, Supervisors/Managers and Associate Directors, as well as other stakeholder roles associated with the Stability function.

Course Description

There is a universe of individuals, departments, and contract organizations outside the direct control of the Stabilitarian which interact with the stability process in ways that can boost or hinder the success of the program. Some of these are obvious while others go virtually unrecognized, yet members of both can impact us severely and deserve our attention.

This 90-minute accredited ON DEMAND training course will demonstrate how the Stabilitarian can optimize relationships and interactions with these “stars” in the Stability Universe to bring about the best possible outcomes for both sides of the partnership.

Course Director
	John O’Neill, Stability Information Specialist and Editor, StabilityHub.com

John O’Neill has a degree in Pharmaceutical Sciences from Columbia University and a Masters in Health Systems Management from Union University. His experience includes Registered Pharmacist, Liquids and Semi-solids Formulator at Sterling Winthrop, QC Manager at Sanofi-Aventis, Medical Device Quality Steward at Boston Scientific, Independent Consultant, Principal Stability Specialist for Biologics at Genentech, and Associate Director for Stability at both Gilead and Regeneron. For over 30 years, John has been the Facilitator of the Pharmaceutical Stability Discussion Group, which has made him privy to just about everything that can go right or wrong with the Stability process. As Editor of StabilityHub.com, he oversees a website to provide stability information of all types for those connected with the Stability function.