View source for Commonsense 2011

{{Event
|Acronym=Commonsense 2011
|Title=Tenth International Symposium on Logical Formalizations of Commonsense Reasoning
|Series=Commonsense
|Type=Conference
|Superevent=AAAI Spring Symposium Series 2011
|Start date=2011/03/21
|End date=2011/03/23
|Submission deadline=2010/10/28
|Homepage=http://commonsensereasoning.org/2011/index.html
|City=Stanford University
|State=California
|Country=USA
|has program chair=Ernest Davis, Patrick Doherty, Esra Erdem
}}
Commonsense-2011, the Tenth International Symposium on Logical Formalization on Commonsense Reasoning, will be held as part of the AAAI Spring Symposium Series at Stanford University, March 21-23, 2011.

The biennial Commonsense Symposia series provides a forum for exploring one of the long-term goals of Artificial Intelligence, endowing computers with common sense. Although we know how to build programs that excel at certain bounded or mechanical tasks which humans find difficult, such as playing chess, we still have very little idea how to program computers to do well at commonsense tasks which are easy for humans. One approach to this problem is to formalize commonsense reasoning using formal languages such as mathematical logic.

Since John McCarthy founded the Commonsense Symposium in 1991, the symposium has served as the premiere venue for bringing together researchers who are focusing on the formalization of commonsense reasoning.
Acronym	Commonsense 2011 +
End date	March 23, 2011 +
Event in series	Commonsense +
Event type	Conference +
Has coordinates	37° 25' 53", -122° 10' 10"Latitude: 37.431313888889 Longitude: -122.16936666667 +
Has location city	Stanford University +
Has location country	Category:USA +
Has location state	California +
Has program chair	Ernest Davis +, Patrick Doherty + and Esra Erdem +
Homepage	http://commonsensereasoning.org/2011/index.html +
IsA	Event +
Start date	March 21, 2011 +
Subevent of	AAAI Spring Symposium Series 2011 +
Submission deadline	October 28, 2010 +
Title	Tenth International Symposium on Logical Formalizations of Commonsense Reasoning +