Tsachy Weissman

E641829

Tsachy Weissman is an information theorist and electrical engineer known for his contributions to data compression, signal processing, and information theory, and as a professor at Stanford University.

Try in SPARQL Jump to: Surface forms Statements Referenced by

All labels observed (1)

Label Occurrences
Tsachy Weissman canonical 1

Statements (47)

Predicate Object
instanceOf information theorist
person
academicDiscipline electrical engineering
academicTitle Professor
affiliation Stanford Electrical Engineering Department NERFINISHED
Stanford Information Systems Laboratory NERFINISHED
awardReceived IEEE Fellowship NERFINISHED
citizenship Israel
United States of America
surface form: United States
countryOfEmployment United States NERFINISHED
educatedAt Technion – Israel Institute of Technology NERFINISHED
employer Stanford University
fieldOfWork communications engineering
data compression
estimation theory
information theory
lossless data compression
lossy data compression
machine learning applications in information theory
probability theory
signal processing
statistical signal processing
universal compression
gender male
hasAcademicAdvisor Jacob Ziv NERFINISHED
hasEmployer Hewlett-Packard Laboratories NERFINISHED
hasResearchInterest compression of structured data
estimation under model uncertainty
information-theoretic limits of data processing
privacy and information theory
hasRole educator
researcher
knownFor work on information-theoretic aspects of data compression
work on noisy channel modeling and estimation
work on universal prediction and compression
languageOfWorkOrName English
memberOf IEEE NERFINISHED
notableFor contributions to data compression
contributions to information theory
contributions to signal processing
occupation professor
positionHeld Professor of Electrical Engineering at Stanford University
teaches data compression
information theory
statistical signal processing
workLocation Stanford University NERFINISHED
Stanford, California NERFINISHED

Referenced by (1)

Full triples — surface form annotated when it differs from this entity's canonical label.

Thomas M. Cover doctoralStudent Tsachy Weissman