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edited Dec 2 2009 at 15:33 |
Primitive.
- Primitive polynomial (in the sense of finite field theory, namely minimal polynomial of field generator)
- Primitive polynomial (in the sense of ring theory, namely gcd of coefficients is 1)
- Primitive element (and primitive extension)
- Primitive function (antiderivative)
- Primitive permutation group (no non-trivial equivalence relation preserved)
- Primitive polytope (rarely used, I think).
- (left) Primitive ring
- Primitive recursion (in logic and complexity theory)
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edited Dec 1 2009 at 23:07 |
Primitive.
- Primitive polynomial (in the sense of finite field theory, namely minimal polynomial of field generator)
- Primitive polynomial (in the sense of ring theory, namely gcd of coefficients is 1)
- Primitive element (and primitive extension)
- Primitive function (antiderivative)
- Primitive permutation group (no non-trivial equivalence relation preserved)
- Primitive polytope (rarely used, I think).
- (left) Primitive ring
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answered Dec 1 2009 at 9:40 |
Primitive.
- Primitive polynomial (in the sense of finite field theory, namely minimal polynomial of field generator)
- Primitive polynomial (in the sense of ring theory, namely gcd of coefficients is 1)
- Primitive element (and primitive extension)
- Primitive function (antiderivative)
- Primitive permutation group (no non-trivial equivalence relation preserved)
- Primitive polytope (rarely used, I think).
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