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Veterinary Dermatology, Volume 35, Issue 4, Page 375-385, August 2024.Background – Perianal fistulas are painful ulcers or sinus tracts that disproportionately affect German shepherd dogs and are proposed as a spontaneous animal model of fistulising Crohn's disease. Objectives – To characterise the rectal and cutaneous microbiota in German shepherd dogs with perianal fistulas and to investigate longitudinal shifts with ...
Christine L. Cain +6 more
wiley +1 more source
Semi Prime Ideals and Annihilators in Boolean Like Semi Rings [PDF]
, 2011 In this we introduce the concept of semi prime deal, sub maximal ideals in a Boolean like semi ring and obtain some properties of these ideals. Further annihilator of a set in a Boolean like semi ring is introduced and studies certain properties of these
K Venkateswarlu, B V N Murthy
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Notes on near-ring ideals with (?, ? )-derivation
, 2015 In the present paper, we extend some well known results concerning derivations of prime near-rings in [4], [5] and [13] to (σ, τ )−derivations and semigroup ideals of prime near-rings.
Öznur Gölbaşı, Hasret Yazarlı
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C-Prime Fuzzy Ideals of R n [x]
, 2013 We characterize c-prime fuzzy ideals of the polynomial ring (R n [x], +, ·) using the notion of ideal symmetry.
Kedukodi Babushri Srinivas +2 more
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Brown-McCoy Radicals for General Near-Rings
, 2004 Unavailable at this time...Mathematics Subject Classification (2000): Primary: 16Y30; Secondary: 16N99 Keywords: Brown-McCoy, Brown-McCoy radical, radical, near-rings, non-0-symmetric near-ring, polynomial functions, maximal ideals, ideals ...
Wiegandt, R, Márki, L, Mlitz, R
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The Lattice of Ideals of the Nearring of Coset Preserving Functions
, 2004 Let G be a group and let N be a normal subgroup of G. The lattice of ideals of the nearring D(N) = {f : G → G | f(0) = 0 and f(x + N) ⊆ f(x) + N for all x ∈ G} is determined.
Cannon, G Alan, Kabza, Lucyna
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Maximal ideals in near-rings and semigroups
, 2002 This paper gives conditions that guarantee that a near-ring or a semi-group has maximal right, left, or two-sided ideals. Stronger results are obtained for those semigroups which are adjoint semigroups of rings.
Tucci, Ralph P., Heatherly, Henry E.
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Generalized complex numbers over near-fields
, 2019 The construction of the complex numbers over the reals has been generalized in many ways leading, amongs others, to the 2-dimensional elliptical complex numbers (= ordinary complex numbers), the parabolic complex numbers and the hyperbolic complex ...
Veldsman, Stefan
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© Hindawi Publishing Corp. LINEAR RIGHT IDEAL NEARRINGS
, 2001 . We determine, up to isomorphism, all those topological nearrings n whose additive groups are the n-dimensional Euclidean groups, n> 1, and which contain n one-dimensional linear subspaces {Ji}ni=1 which are also right ideals of the nearring ...
Kenneth D. Magill
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On zero-divisors of near-rings of polynomials
, 2019 In this paper, we are interested to study zero-divisor properties of a 0- symmetric nearring of polynomials R0[x], when R is a commutative ring. We show that for a reduced ring R, the set of all zero-divisors of R0[x], namely Z(R0[x]), is an ideal of R0 ...
Shokuhifar, Fatemeh +2 more
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