IC School

E540874

IC School is the School of Computer and Communication Sciences at EPFL, renowned for its research and education in computer science, communications, and related fields.

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Label Occurrences
IC School canonical 1

How this entity was disambiguated

Statements (49)

Predicate Object
instanceOf academic division
engineering school faculty
abbreviation IC NERFINISHED
affiliation Swiss Federal Institutes of Technology Domain NERFINISHED
campus EPFL Lausanne campus NERFINISHED
country Switzerland
fieldOfWork artificial intelligence
communication systems
communication theory
computational biology
computer graphics
computer networks
computer science
data science
distributed systems
embedded systems
human-computer interaction
information and communication technologies
information security
information theory
machine learning
signal processing
software engineering
theoretical computer science
focus applied research in information and communication technologies
fundamental research in computer and communication sciences
hasUnit Communication Systems Section NERFINISHED
Computer Science Section NERFINISHED
Institute of Computer and Communication Sciences research laboratories NERFINISHED
languageOfInstruction English
French
locatedIn Lausanne NERFINISHED
offersDegree Bachelor of Science
Doctor of Philosophy
Master of Science
offersProgram bachelor’s programs in communication systems
bachelor’s programs in computer science
doctoral programs in computer and communication sciences
master’s programs in communication systems
master’s programs in computer science
officialName School of Computer and Communication Sciences NERFINISHED
parentOrganization EPFL Vice Presidency for Academic Affairs NERFINISHED
partOf EPFL NERFINISHED
École Polytechnique Fédérale de Lausanne NERFINISHED
regionServed international
reputation renowned for high-quality education in communication systems
renowned for high-quality education in computer science
renowned for research in communications
renowned for research in computer science

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Referenced by (1)

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