Examples of 'monic' in a sentence
Meaning of "monic"
Monic is a mathematical term used to describe a polynomial with leading coefficient of 1
Show more definitions
- Of a polynomial whose leading coefficient is one.
- Monomorphic.
- Of a morphism: that it is a monomorphism. If a composition (of morphisms) is monic then, by theorem, the pre-composite of it is monic as well.
- If a composition (of morphisms) is monic then, by theorem, the pre-composite of it is monic as well.
How to use "monic" in a sentence
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monic
The product of two monic polynomials is monic.
Monic she created new article.
Thus it must be the monic polynomial of least degree in.
A polynomial with this property is known as a monic polynomial.
Sieving irreducible monic polynomials over a finite field.
The conjugate of x satisfies the same monic polynomial.
Given any monic quadratic.
Frobenius pseudoprimes are defined with respect to a fixed monic polynomial.
Assume the polynomial is monic with general term aixi.
Any monic polynomial is the characteristic polynomial of its companion matrix.
Only include monic polynomials.
This monic equation has the same solutions as the original.
Is equivalent to the monic equation.
A monic polynomial equation with integer coefficients can not have other rational solutions than integer solutions.
Every isomorphism is monic.
See also
It is the monic polynomial of least degree in IT.
The minimal polynomial is thus defined to be the monic polynomial which generates IT.
Monic Richard is a portraitist.
And his sister little Monic who made the sun shine.
Take a look at Monic.
Monic Brassard and Yvon Cozic in one of their fun facilities.
Notably, the product of monic polynomials again is monic.
A monic polynomial is a polynomial whose leading coefficient equals 1.
It is however rapidly metabolised in-vivo to monic acid which is inactive.
Therefore, a monic polynomial has the form.
In mathematics, it is common to require that the greatest common divisor be a monic polynomial.
Ordinarily, the term monic is not employed for polynomials of several variables.
To exclude such examples, sometimes it is defined that PI-rings must satisfy a monic polynomial identity.
However, a monic polynomial of odd degree must necessarily have a real root.
Let h be a polynomial arithmetic function i.e. a function on set of monic polynomials over A.
A monogenic polynomial $ f $ is a monic irreducible polynomial with integer coefficients which produces a monogenic number field.
Let h ( x ) be a function on the set of monic polynomials over Fq.
Monic Polynomial - a polynomial in which the coefficient of the term of highest degree is 1.
This is what awaited Yvon & Monic upon returning back home.
Jadore Monic Bed & Breakfast is a fine option to stay in Rome.
The complicity is more easy, ” explains Monic Brassard.
Monic is currently an international model based in New York City, represented by IMG Models.
The principal metabolite, monic acid, demonstrates no antibacterial activity.
Monic language studies, vol.
Oh, may I suggest a monic peel? Removes lines and self damage.
Monic she added new photos to It 's me.
A box of clementines, “ it is the whole of Africa looking at us! ” exclaims Monic Brassard.
We make use of the monic Chebyshev polynomials as a basis of ℤ [ x ].
Again, we will suppose that P(x) is monic and depressed.
Thus, the monic polynomials form a multiplicative semigroup of the polynomial ring A [ x ].
If ƒ ( x ) ≠ g ( x ) are two different irreducible monic polynomials, then they share no roots.
O Monic Lalonde, from Health Canada, who planned, managed and documented the numerous meetings ;.
Krasner 's lemma has the following generalization . [ 6 ] Consider a monic polynomial.
As we consider only monic polynomials, the first sign of the SP is a " + ".
Oh, may I suggest a monic peel?
