Schoenemann's Theorem
If the integral Coefficients 
, 
, ..., 
of the Polynomial
are divisible by a Prime Number
, while the free term is not divisible by 
, then 
is irreducible in the natural rationality domain.See also Abel's Irreducibility Theorem, Abel's Lemma, Gauss's Polynomial Theorem, Kronecker'sPolynomial Theorem
References
Dörrie, H. 100 Great Problems of Elementary Mathematics: Their History and Solutions. New York: Dover, p. 118, 1965.
- Lie Algebra
- Lie Algebroid
- Liebmann's Theorem
- Lie Bracket
- Lie Commutator
- Lie Derivative
- Lie Group
- Lie Groupoid
- Lie Product
- Lie-Type Group
- Life
- Life Expectancy
- Lift
- Lifting Problem
- Ligancy
- Likelihood
- Likelihood Ratio
- Limaçon
- Limaçon Evolute
- Limaçon of Pascal
- Limit
- Limit Comparison Test
- Limit Cycle
- Limit Point
- Lindeberg Condition