Results 91 to 100 of about 94,460 (146)
Point modules of quantum projective spaces
In this note we give an explicit description of the irreducible components of the reduced point varieties of quantum polynomial algebras.Comment: 4 pages, a short ...
Bruyn, Lieven Le, De Laet, Kevin
core
P-irreducibility of binding polynomials
The authors present a new criterion for positive polynomials of degree 3 or 4, which can be expressed only by the coefficients of the given polynomials without finding the roots location first. The derived results are useful for studying many physiological processes.
Zhi, Lihong, Liu, Zhuojun
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Efficient multiplication for finite fields of p characteristic
Based on residue arithmetic,a new form of polynomial named PAPB in Fp[x] had been constructed.The amount and distribution of such irreducible polynomials had also been investigated.Then,an efficient algorithm for multiplication modulo PAPB had been ...
LI Yin 1, CHEN Gong-liang1, LI Jian-hua1
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Vieta's triangular array and a related family of polynomials
If n≥1, let the nth row of an infinite triangular array consist of entries B(n,j)=nn−j(jn−j), where 0≤j≤[12n].
Neville Robbins
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An explicit form for Kerov's character polynomials
Kerov considered the normalized characters of irreducible representations of the symmetric group, evaluated on a cycle, as a polynomial in free cumulants.
Goulden, I. P., Rattan, A.
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A Note on the Irreducibility of Hecke Polynomials
The authors consider characteristic polynomials of Hecke operators acting on spaces of elliptic modular forms. Let \(S_k^{\text{new}}(N,\chi)\) be the space of newforms of character \(\chi\) and weight \(k\) with respect to \(\Gamma_0(N)\) and let \(\mathbb K\) be the field obtained by adjoining all Hecke eigenvalues for \(p \nmid N\) of forms in \(S_k^
James, Kevin, Ono, Ken
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Sequences of binary irreducible polynomials
7 pages, minor ...
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Irreducibility criteria for skew polynomials
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Churchill, Richard C., Zhang, Yang
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K-Orbit closures and Hessenberg varieties
This article explores the relationship between Hessenberg varieties associated with semisimple operators with two eigenvalues and orbit closures of a spherical subgroup of the general linear group.
Mahir Bilen Can +3 more
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Some properties of generalized self-reciprocal polynomials over finite fields [PDF]
Numerous results on self-reciprocal polynomials over finite fields have been studied. In this paper we generalize some of these to a-self reciprocal polynomials defined in [4].
Ryul Kim, Ok-Hyon Song, Hyon-Chol Ri
doaj

