monic polynomial


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Related to monic polynomial: monic equation, Irreducible polynomial

monic polynomial

[¦mō·nik ‚päl·ə′nō·mē·əl]
(mathematics)
A polynomial in which the coefficient of the term of highest degree is +1 and the coefficients of the other terms are integers.
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Now we prove that the sequence of monic polynomials [{[[PSI].
k] be the monic polynomial of degree k belonging to the family of formal orthogonal polynomials with respect to [c.
For every monic polynomial [MATHEMATICAL EXPRESSION NOT REPRODUCIBLE IN ASCII] of degree n - [n.
2]([a, b], d[mu]) with norm [parallel] * [parallel]) yields a sequence of monic polynomials [{[P.
In the following we will consider the monic polynomials, i.
N} of monic polynomials that are orthogonal with respect to the inner product satisfies the three-term recurrence relation
where prime denotes derivative) in the class of all monic polynomials of degree n.
2]) for certain sequences of monic polynomials {[P.
0,n](Y) the set of reciprocals of monic polynomials of degree n with all poles in Y,