Doug
Doug has enrolled in the UC Berkeley – UCSF Joint Medical Program (JMP), where he will earn an MS in Health and Medical Sciences from UC Berkeley in 2026 and an MD from UC San Francisco in 2029. He also holds a BA in Neurobiology from the College of Wooster.
Juliet B.
Juliet is a PhD candidate in Biology at MIT. She also holds a BA in Molecular and Cellular Biology with Honors from the University of California, Berkeley.
Ann D.
Ann graduated from UC Berkeley with two degrees, one in Molecular and Cell Biology and the other in Music. They're currently pursuing a PhD in Biology at Johns Hopkins.
Amber F.
Amber holds degrees from UC Berkeley and Harvard Law School. She will be will be working at Cooley LLP before clerking for a judge of the Southern District of New York.
Julia H.
Julia double majored in Global Studies and Spanish Linguistics at the University of California, Berkeley. Her thesis on microfinance loans earned her Honors in Global Studies, and she graduated magna cum laude and as a member of the Phi Beta Kappa Society.
Haley H.
Haley graduated from UC Berkeley with a BA in History. She s currently in her last year of graduate school at California State University, where she is pursuing a degree in Speech Language Pathology.
Jahnavi
Jahnavi is an MD Candidate at the University of California, San Francisco School of Medicine and an MPH Candidate at the UC Berkeley School of Public Health. Previously, she earned her BA in Neurobiology and Global Health and Health Policy at Harvard College.
Kiran
Kiran holds a PhD from the Department of Sociology at the University of California, Berkeley. She also holds a Master’s in Latin American Studies from the University of Oxford, and a BA in Political Science from Barnard College.
Max R.
Max holds a PhD in Computer Science from UC Berkeley, prior to which he received his AB in Mathematics from Princeton University. He has done research across multiple areas of machine learning and statistics, notably natural language processing, fine tuning for neural networks, probabilistic modeling, and statistical theory.