Stanford University
Showing 11-20 of 740 Results
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David Kahn, M.D.
Clinical Professor, Surgery - Plastic & Reconstructive Surgery
Current Research and Scholarly InterestsCosmetic surgery and the study of changes associated with the aging appearance of the face.
1. Analysis and development of new procedures for aesthetic surgery of the face
2. Analysis of the changes the face undergoes with age in the bone and soft tissues
3. Analysis of techniques for rhinoplasty
4. Evaluation of optimal techniques for aesthetic and reconstructive breast surgery -
James Kahn
Professor of Medicine (General Medical Disciplines), Emeritus
Current Research and Scholarly InterestsMy initial research activities involved antiretroviral and novel therapeutic treatments of HIV infection, understanding elements of HIV pathogenesis associated with acute HIV infection and post exposure prevention. My most recent scholarly activities concentrate on working as a team to capitalize on the data stored in electronic medical records, HIV disease modeling and using electronic medical records for outcome research and developing a mentorship program for early career scientists.
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Alexander D. Kaiser
Instructor, Cardiothoracic Surgery
BioAlexander Kaiser, PhD, is an applied mathematician and computational scientist who researches modeling and simulation of heart valves, focused on congenital heart valve disease and its surgical treatment. His recent research explores simulation-guided design of aortic valve repair of complex congenital heart defects. He has developed novel, nearly first-principles modeling methods for heart valves called elasticity-based design. These methods produce robust and realistic flows in fluid-structure interaction simulations. Dr. Kaiser is an Instructor in Cardiothoracic Surgery at Stanford University working with Michael Ma and Alison Marsden. He completed his PhD in Mathematics with Charles Peskin at the Courant Institute of Mathematical Sciences at New York University, where he was awarded the Kurt O. Friedrichs Prize for Outstanding Dissertation in Mathematics.
