Results 51 to 60 of about 286 (77)
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Projective Modules and Polynomials over the Hurwitz Quaternions
MathematicsA theorem of Sheshadri (Proc. Nat. Acad. Sci. USA 44 (1958) 456–458) shows that, when Λ is a commutative principal ideal domain, finitely generated projective modules over the polynomial ring Λ[t] are all free. The ring Γ of Hurwitz quaternions, that is,
F. Johnson
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Mathematical methods in the applied sciences
In this work, we introduce the set of Hurwitz split quaternions, ℋℙℤ$$ \mathscr{H}{\mathbb{P}}_{\mathbb{Z}} $$ , which is an extension of the split quaternions over the integers, ℙℤ$$ {\mathbb{P}}_{\mathbb{Z}} $$ .
Neslihan Ayşen Özbay
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In this work, we introduce the set of Hurwitz split quaternions, ℋℙℤ$$ \mathscr{H}{\mathbb{P}}_{\mathbb{Z}} $$ , which is an extension of the split quaternions over the integers, ℙℤ$$ {\mathbb{P}}_{\mathbb{Z}} $$ .
Neslihan Ayşen Özbay
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Some results on triangular coefficient matrix rings
Contributions to MathematicsIn this paper, we introduce the concept of a {\it triangular coefficient matrix ring} and investigate the structure of its ideals. We then characterize the radicals of the ring \( R_{h}[x]/\langle x^{n} \rangle \) for every positive integer \( n ...
P. Danchev +3 more
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International Conference on the Theory and Application of Cryptographic Techniques, 2022
Benoît Libert +3 more
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Benoît Libert +3 more
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AN ANNIHILATOR CONDITION ON MAXIMAL IDEALS OF COMPOSITE HURWITZ RINGS
, 2020Dong Kyu Kim, Lim, Jung Wook
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Irreducibility of Hurwitz polynomials over the ring of integers
, 2019D. Y. Oh, Y. Seo
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Moscow University Computational Mathematics and Cybernetics, 2013
S. Selezneva
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S. Selezneva
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Integer-Valued Polynomials on the Hurwitz Ring of Integral Quaternions
, 2012K. Johnson, M. Pavlovski
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Aeroelastic Stability of a Cylindrical Composite Shell at a Bilateral Flow
Mechanics of composite materials, 2018V. Bakulin, M. A. Bokov, A. Y. Nedbai
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