Mark Cullen
Dr. Mark Cullen received his B.A. from Harvard College in 1971 and his M.D. from Yale University School of Medicine in 1976.
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)
- Early in his career Dr. Cullen forged novel methods for the study of workplace toxic substances.
- Dr. Cullen was later invited to form a unique academic/private partnership with Alcoa Inc., eventuating in a transdisciplinary team from multiple institutions to study the physical, economic, psychosocial and biomedical contributors to disease, disability and death in this large, diverse Alcoa work force.
- As a department chief he has played a central role in the development of Stanford’s health care network.
- This year he was selected to be the inaugural Director of the new Stanford Center for Population Health Sciences.