Coding Theory

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Revision as of 12:24, 20 November 2014 (edit) Manganiello (Talk | contribs) (→'''Organizers''') ← Previous diff		Revision as of 12:24, 20 November 2014 (edit) (undo) Manganiello (Talk | contribs) Next diff →
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	Coding theory is a branch of Information Theory that comes as an answer to the problem of reliable communication over noisy networks. The session focuses on the algebraic aspect of it and divides in two main parts:		Coding theory is a branch of Information Theory that comes as an answer to the problem of reliable communication over noisy networks. The session focuses on the algebraic aspect of it and divides in two main parts:
-		+	* Network coding, concerning message transmission from multiple sources to multiple sinks. This part of the session focuses on algebraic constructions and bounds for subspace codes for communication over multicast networks.
-	• Network coding, concerning message transmission from multiple sources to multiple sinks. This part of the session focuses on algebraic constructions and bounds for subspace codes for communication over multicast networks.	+	* Algebraic coding theory, dealing with communication over noisy unicast networks. This part of the session broadly focuses on the mathematical aspects of coding theory.
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-	• Algebraic coding theory, dealing with communication over noisy unicast networks. This part of the session broadly focuses on the mathematical aspects of coding theory.	+
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	=='''Organizers'''==		=='''Organizers'''==
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	** Joachim Rosenthal (University of Zurich, Switzerland)		** Joachim Rosenthal (University of Zurich, Switzerland)
	** Thomas Westerbäck (University of Aalto, Finland)		** Thomas Westerbäck (University of Aalto, Finland)
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	* Algebraic Coding Theory		* Algebraic Coding Theory

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Revision as of 12:24, 20 November 2014

Coding theory is a branch of Information Theory that comes as an answer to the problem of reliable communication over noisy networks. The session focuses on the algebraic aspect of it and divides in two main parts:

• Network coding, concerning message transmission from multiple sources to multiple sinks. This part of the session focuses on algebraic constructions and bounds for subspace codes for communication over multicast networks.
• Algebraic coding theory, dealing with communication over noisy unicast networks. This part of the session broadly focuses on the mathematical aspects of coding theory.

Organizers

• Felice Manganiello (Celmson University)
• Alberto Ravagnani (University of Neuchatel)

Speakers

• Network Coding
  • Amaro Barreal (University of Aalto, Finland)
  • Anton Betten (Colorado State University, USA)
  • Eimear Byrne (UC Dublin, Ireland)
  • Heide Gluesing-Luerssen (University of Kentucky, USA)
  • Elisa Gorla (University of Neuchâtel, Switzerland)
  • Relinde Jurrius (University of Neuchâtel, Switzerland)
  • Joachim Rosenthal (University of Zurich, Switzerland)
  • Thomas Westerbäck (University of Aalto, Finland)

• Algebraic Coding Theory
  • Chaoping Xing (Nanyang Technological University)
  • Lingfei Jin (Sudan University)
  • Jon-Lark Kim (Sogang University)
  • Patric Solé (Telecom ParisTech, France)
  • Shuhong Gao (Clemson University, USA)
  • Yoonjin Lee (Ewha Womans University, Korea)
  • Daniele Bartoli (Ghent University, Belgium)
  • Edgar Martinez-Moro (University of Valladolid, Spain)
  • Leo Storme (Ghent University, Belgium)