Leonard Schulman

Leonard Schulman
Born September 14, 1963
Princeton, New Jersey
Nationality American
Fields Computer Science, Applied mathematics
Institutions California Institute of Technology
Alma mater Massachusetts Institute of Technology
Doctoral advisor Michael Sipser
Known for Algorithms, Information Theory, Coding Theory, Quantum Computation

Leonard Schulman is Professor of Computer Science in the Computing and Mathematical Sciences Department at the California Institute of Technology. He is known for work on algorithms, information theory, coding theory, and quantum computation.

Personal Biography

Schulman is the son of theoretical physicist Lawrence Schulman.

Academic Biography

Schulman studied at the Massachusetts Institute of Technology, where he completed a BS degree in Mathematics in 1988 and a PhD degree in Applied Mathematics in 1992. He was a faculty member in the College of Computing at the Georgia Institute of Technology from 1995-2000 before joining the faculty of the California Institute of Technology in 2000.[1] He serves as the director of the Center for Mathematics of Information[2] at Caltech and also participates in the Institute for Quantum Information and Matter.[3]

Research

Schulman's research centers broadly around algorithms and information. He has made notable contributions to varied areas within this space including clustering, derandomization, quantum information theory, and coding theory. One example, which was named a Computing Reviews "Notable Paper" in 2012, is his work on quantifying the effectiveness of Lloyd-type methods for the k-means problem.[4]

Awards and Honors

Schulman received an NSF CAREER award in 1999. His work received the IEEE S.A. Schelkunoff Prize in 2005.[5] He was named the editor-in-chief of the SIAM Journal on Computing in 2013.

References

External links

This article is issued from Wikipedia - version of the Tuesday, April 05, 2016. The text is available under the Creative Commons Attribution/Share Alike but additional terms may apply for the media files.