Amy L.
Amy attended Wellesley College, where she graduated summa cum laude and Phi Beta Kappa pursuing a double major in Chemistry and German Studies. She is currently a dental student at the Harvard School of Dental Medicine (HSDM).
Asli
Asli is currently a dental student at Harvard School of Dental Medicine. She graduated summa cum laude from Stony Brook University with a BS in Biology & Developmental Genetics and a minor in Health, Medicine, and Society.
Andrew L.
Andrew is a current DMD candidate at the Harvard School of Dental Medicine. Previously, he pursued his undergraduate studies at the College of the Holy Cross, where he graduated summa cum laude with a BA in Biology.
Suraj
graduated from Carnegie Mellon University with a degree in Computational Biology and completed Postbac research in the IRTA program at the NIH. Currently, Suraj is a first-year medical student at the Tufts University School of Medicine.
Annie L.
Annie earned her BA in Economics and Cell Biology from Rice University, graduating cum laude. She is now a dental student at the Harvard School of Dental Medicine.
Reggie
Reggie holds an MS in Product Development from Carnegie Mellon University and a BA in Cognitive Science and Computer Science from Bard College. He now works as a computational designer.
Alex W.
Alex graduated from UCLA with a degree in Molecular, Cell & Developmental Biology. She's currently a National Health Service Corps Scholar at the Harvard School of Dental Medicine (HSDM).
Lauren Q.
Lauren is pursuing her DMD at Harvard School of Dental Medicine. She previously he graduated cum laude with a BS in Psychology and Neuroscience from Yale, where she also received a certificate of advanced language study in Spanish.
Camila
Cami attended Stanford University, where she majored in Bioengineering and minored in Political Science. She’s now a student at the Harvard School of Dental Medicine.
Wony
Wony holds a PhD in Applied Analysis at Carnegie Mellon University, specializing in the field of dynamical systems and partial differential equations. His thesis is about nonconvex optimization techniques using underlying geometric structures.