12-240/Classnotes for Thursday September 13: Difference between revisions
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Combined with a part from the first class, we have a complete definition as follow: |
Combined with a part from the first class, we have a complete definition as follow: |
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A field is a set "F' with two binary operations +,x defind on it, and two special elements 0 |
A field is a set "F' with two binary operations +,x defind on it, and two special elements 0 ≠ 1 such that |
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'''F1:''' |
'''F1:''' \forall \!\, |
Revision as of 16:28, 13 September 2012
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In the second day of the class, the professor continues on the definition of a field.
Definition of a field
Combined with a part from the first class, we have a complete definition as follow:
A field is a set "F' with two binary operations +,x defind on it, and two special elements 0 ≠ 1 such that
F1: \forall \!\,