Help yourself
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It is part I of a 2-lecture attempt of explaining how
Goedel's Incompleteness Theorem is proved. In these lecture notes a
criterion of incompleteness is given and a non-enumerable set is
constructed.
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A short lecture prepared for 2007 Mini Math Fair at Texas A&M
University (part of 2007 Math Awareness Month activities). It is aimed at
school children and their parents.
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