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Evidence informed practice in Primary Education: an unintended but valuable resource
, 2009 This considers the potential of the Teacher Training Resource Bank (TTRB) as a resource for professional development with primary education. Although, the portal was designed with the needs of Teacher Education in mind, the resource has been evaluated as
Blamires, M. +1 more
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$ϕ$-$(k,n)$-absorbing and $ϕ$-$(k,n)$-absorbing primary hyperideals in a krasner $(m,n)$-hyperring
, 2023 Various expansions of prime hyperideals have been studied in a Krasner $(m,n)$-hyperring $R$. For instance, a proper hyperideal $Q$ of $R$ is called weakly $(k,n)$-absorbing primary provided that for $r_1^{kn-k+1} \in R$, $g(r_1^{kn-k+1}) \in Q-\{0\}$ implies that there are $(k-1)n-k+2$ of the $r_i^,$s whose $g$-product is in $Q$ $g(r_1^{(k-1)n-k+2 ...
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Parkside Primary School PTA letter
, 1996 Letter to parents of a resolution taken at a meeting of the Parkside Primary School PTA, held at the Muslim Movement Hall, to oppose the department's envisaged rationalisation ...
Parent Teacher Assocation, Parkside Primary School
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Ballymun primary care team strategy and progress report 2002-2007
, 2006 This report maps the progress to date of the Ballymun Primary Care Pilot in the context of a five year strategic plan covering the period from 2002- 2007.
Kenny, Mary
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In this paper, we define and study quasi S-primary hyperideals, weakly quasi S-hyperideals and strongly S-primary hyperideals.
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On δ-Primary Fuzzy Hyperideals of Commutative Semihyperrings [PDF]
Journal of Applied Mathematics and Computation, 2021 openaire +1 more source
φ -δ-Primary Hyperideals in Krasner Hyperrings
China Postdoctoral Science Foundation -- 2021M700920 -- AcknowledgmentsThis work was funded in part by China Postdoctoral Science Foundation (grant no. 2021M700920).
Guan, Hao +6 more
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$(u,v)$-absorbing primary hyperideals in multiplicative hyperrings
The present paper addresses the notion of $(u,v)$-absorbing primary hyperideals in commutative multiplicative hyperrings.
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$\phi$-$\delta$-$S$-primary hyperideals
Among many generalizations of primary hyperideals, weakly $n$-ary primary hyperideals and $n$-ary $S$-primary hyperideals have been studied recently. Let $S$ be an $n$-ary multiplicative set of a commutative Krasner $(m,n)$-hyperring $K$ and, $\phi$ and $\delta$ be reduction and expansion functions of hyperideals of $K$, respectively.
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Ф-δ-Primary Hyperideals in Krasner Hyperrings
, 2022 Ersoy, Bayram Ali +5 more
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