Results 221 to 230 of about 4,805 (261)

On (n,d)-property in amalgamated algebra

Asian-European Journal of Mathematics, 2016
Let [Formula: see text] be a ring homomorphism and let [Formula: see text] be an ideal of [Formula: see text]. In this paper, we investigate the transfer of the [Formula: see text]-property from a ring [Formula: see text] to his amalgamated algebra [Formula: see text].
Ismaili, Karima Alaoui, Mahdou, Najib
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Properties of amalgams made from lathe-cut, high Cu amalgam alloys

Acta Odontologica Scandinavica, 1980
Two alloys for dental amalgams made from lathe-cut powder with high Cu content have been developed. The alloys have been characterized with respect to physical properties and microstructure. The strongest amalgam exhibited minimal dimensional changes during setting and had low flow and creep values.
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Power Serieswise Armendariz Property in Amalgamated Algebra

Bulletin of the Iranian Mathematical Society, 2018
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
El Ouarrachi, Mounir, Mahdou, Najib
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Linkage property under the amalgamated construction

Communications in Algebra, 2021
Let R and S be commutative rings with identity, f:R→S a ring homomorphism and J an ideal of S. Then, the subring R⋈fJ:={(a,f(a)+j)|a∈R and j∈J} of R × S is called the amalgamation of R with S along...
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satisfy the amalgamation property

1994
Abstract In symbiosis research, the term ‘regulation’ has a very specific meaning. It refers to the mechanisms by which the relative biomass of the partners in an association are controlled. Under most conditions, symbioses are stable. The symbionts occupy a predictable proportion of the volume or biomass of the association, and they are
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Elementary Properties of Symplectic Amalgams

2002
For the remainder of this monograph (with the exception of Chapter 24) A(P 1, P 2, P 12) denotes a symplectic amalgam over GF(q), q = p a, p a prime. Also G will always denote the universal completion of this amalgam (so G = P 1*p 12 P 2). We recall that P 1, P 2 and P 12 may be identified as subgroups of G with P 1 ∩ P 2 = P 12.
Christopher Parker, Peter Rowley
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The magnetic properties of iron amalgams

Proceedings of the Physical Society, 1937
Amalgams of iron and mercury have been prepared by electrolysis and the magnetic properties of the frozen amalgams investigated by the Gouy method. Only very minute quantities of iron can possibly be absorbed before ferromagnetic properties are evident in the amalgams. The iron behaves as if it possesses a specific magnetization of 130 c.g.s.
L F Bates, P F Illsley
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Regular *-semigroup varieties with the amalgamation property

Semigroup Forum, 2003
A regular *-semigroup is a semigroup with involution \(x\to x^*\) such that \(x^*\) is always an inverse of \(x\). Examples include inverse semigroups with the usual inverse as involution. Orthodox and completely simple *-semigroups have also been studied extensively.
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Flow properties of amalgam

British Dental Journal, 1971
R M, Basker, H J, Wilson
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Review Selected properties of simple amalgams

Journal of Materials Science, 1989
Experimental data on solubility, heat and kinetics of dissolution, diffusion and standard potentials of metals in mercury as well as the rate of the electrode process with an amalgam formation, have been collected and selected. A comparison has been made between the measured and predicted solubilities and heats of dissolution.
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