The Safety of Learners and Teachers in School: A Criminological Analysis by Puseletso. A Dewee, Khethiwe Madima, Thifhulwifhelwi C. Tshidada

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On Minimal Norms on Mn by Madjid Mirzavaziri, Mohammad Sal Moslehian

“…We show that for each minimal norm N(⋅) on the algebra ℳn of all n×n complex matrices, there exist norms ‖⋅‖1 and ‖⋅‖2 on ℂn such that N(A)=max{‖Ax‖2:‖x‖1=1, x∈ℂn} for all A∈ℳn. …”
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Horadam Spinors by Tülay Erişir

“…Spinors can be expressed as Lie algebra of infinitesimal rotations. Spinors are also defined as elements of a vector space which carries a linear representation of the Clifford algebra typically. …”
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Explicit decomposition of a rational prime in a cubic field by Saban Alaca, Blair K. Spearman, Kenneth S. Williams

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Boundedness of Multidimensional Dunkl-Hausdorff Operators by Radouan Daher, Faouaz Saadi

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Some Results on Equivalence Groups by J. C. Ndogmo

“…In addition, the Levidecomposition of the Lie algebra associated with the larger group is found; the Levi factor of which is shown to be equal, up to a constant factor, to the Lie algebra associated with the smaller group.…”
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Unified Treatment of a Class of Spherically Symmetric Potentials: Quasi-Exact Solution by H. Panahi, M. Baradaran

“…We investigate the Schrödinger equation for a class of spherically symmetric potentials in a simple and unified manner using the Lie algebraic approach within the framework of quasi-exact solvability. …”
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On the operator equation α+α−1=β+β−1 by A. B. Thaheem

“…Let α,β be ∗-automorphisms of a von Neumann algebra M satisfying the operator equation α+α−1=β+β−1. …”
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Witt group of Hermitian forms over a noncommutative discrete valuation ring by L. Oukhtite

“…Moreover, for a noncommutative discrete-valued division algebraD with valuation ring R and residual division algebra D¯, we prove that W(D¯)≅WT(R), where WT(R) denotes the Witt group of regular Hermitian forms on finitely generated torsion R-modules.…”
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Measures on coallocation and normal lattices by Jack-Kang Chan

“…We show that any ℒ1-regular finitely additive measure on the algebra generated by ℒ1 can be uniquely extended to an ℒ2-regular measure on the algebra generated by ℒ2. …”
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Equivalence of K-functionals and modulus of smoothness generated by a Dunkl type operator on the interval $(-1, 1)$ by Saadi, Faouaz, Daher, Radouan

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Relativistic wave equations with fractional derivatives and pseudodifferential operators by Petr Závada

“…We show the representation of the generalized algebra of Pauli and Dirac matrices and how these matrices are related to the algebra of SU (n) group. …”
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Correlators of the symmetric product orbifold by Andrea Dei, Lorenz Eberhardt

“…Abstract We exploit null vectors of the fractional Virasoro algebra of the symmetric product orbifold to compute correlation functions of twist fields in the large N limit. …”
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A focal boundary value problem for difference equations by Cathryn Denny, Darrel Hankerson

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Sur certains invariants des algèbres artiniennes commutatives by Aleksandrov, Alexandre

“…We study properties of algebraic, topological and analytic invariants of commutative artinian algebras and relationships between them. …”
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Some Aspects of Supersymmetric Field Theories with Minimal Length and Maximal Momentum by Kourosh Nozari, F. Moafi, F. Rezaee Balef

“…We present a deformed supersymmetric algebra in the presence of minimal length and maximal momentum.…”
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Rational Ruijsenaars-Schneider model with cosmological constant by Anton Galajinsky

“…In this work, a possibility to construct a one-parameter deformation of the Ruijsenaars-Schneider models by uplifting the Poincaré algebra in 1 + 1 dimensions to the anti de Sitter algebra is studied. …”
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pyScrew4Mobility: Modul Python untuk Penentuan Mobilitas Manipulator Paralel Berbasis Teori Screw by Adriyan Adriyan

“…<p>This paper addresses the mobility determination of parallel manipulators (PMs) using screw theory with algebra methods on an open-source computer algebra package: Sympy (symbolic python). …”
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Discretized representations of harmonic variables by bilateral Jacobi operators by Andreas Ruffing

“…Starting from a discrete Heisenberg algebra we solve several representation problems for a discretized quantum oscillator in a weighted sequence space. …”
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Extension of Kirk-Saliga Fixed Point Theorem in a Metric Space with a Reflexive Digraph by Karim Chaira, Abderrahim Eladraoui, Mustapha Kabil, Samih Lazaiz

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