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Paul Cohen talks about the Continuum Hypothesis and his interaction with Kurt Gödel. From the Gödel Centennial in Vienna, 2006

Paul Cohen talks about the Continuum Hypothesis and his interaction with Kurt Gödel. From the Gödel Centennial in Vienna, 2006

Paul Cohen part 1 of 6, Gödel Centennial, Vienna

Paul Cohen part 1 of 6, Gödel Centennial, Vienna

Paul Cohen part 6 of 6, Gödel Centennial, Vienna

Paul Cohen part 6 of 6, Gödel Centennial, Vienna

Paul Cohen : The Continuum Hypothesis (and his interaction with Kurt Godel)   http://www.youtube.com/watch?v=VBFLWk7k1Zo

Paul Cohen : The Continuum Hypothesis (and his interaction with Kurt Godel) http://www.youtube.com/watch?v=VBFLWk7k1Zo

Paul Cohen part 5 of 6, Gödel Centennial, Vienna

Paul Cohen part 5 of 6, Gödel Centennial, Vienna

Paul Cohen part 4 of 6, Gödel Centennial, Vienna

Paul Cohen part 4 of 6, Gödel Centennial, Vienna

Paul Cohen part 2 of 6, Gödel Centennial, Vienna

Paul Cohen part 2 of 6, Gödel Centennial, Vienna

Paul Erdos - N is a Number   http://www.youtube.com/watch?v=zRNGV85kPbI

Paul Erdos - N is a Number http://www.youtube.com/watch?v=zRNGV85kPbI

Incompleteness and Complexity Most people assume that mathematics lead to absolute certainty, but Kurt Gödel’s incompleteness theorems deny that result. Gregory Chaitin explains his own attempts to make sense of Godel’s incompleteness theorems. By looking for mathematical scenarios where the truth must look accidental, Chaitin hopes to gain insight to "what’s going on" in mathematical logic. By: World Science Festival.

Incompleteness and Complexity Most people assume that mathematics lead to absolute certainty, but Kurt Gödel’s incompleteness theorems deny that result. Gregory Chaitin explains his own attempts to make sense of Godel’s incompleteness theorems. By looking for mathematical scenarios where the truth must look accidental, Chaitin hopes to gain insight to "what’s going on" in mathematical logic. By: World Science Festival.

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