THE IMPACT ANALYSIS OF PREFETCH IN THE CACHE ON THE MICROPROCESSOR PERFORMANCE by B. Z. Shmeylin

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Socio-economic ecosystems development: a study based on digitalisation indicators by M. V. Alikayeva, L. O. Aslanova, B. Z. Karmova

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Effect of ZnO on the Thermal Properties of Tellurite Glass by H. A. A. Sidek, S. Rosmawati, B. Z. Azmi, A. H. Shaari

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Variability of mitochondrial DNA D-loop sequences in Zabaikalskaya horse breed by L. A. Khrabrova, N. V. Blohina, B. Z. Bazaron, T. N. Khamiruev

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Analgesic effect of intravesical lignocaine in urology surgery: A systematic review and meta-analysis by Ka T. Ng, Wei E. Lim, Wan Y. Teoh, Ahmad N. B. Fadzli, Mohd F. B. Z. Abidin

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Evolution of Magnetic Reconnection in an Electron-scale Current Sheet by Yundan Guan, Quanming Lu, San Lu, Rongsheng Wang

“…As the reconnection electric field expands and ${B}_{z}$ is piled up to the ion scale, ions start to be further accelerated inside the ion diffusion region and reflected by the ${B}_{z}$ to the outflow direction. …”
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Maximal subalgebra of Douglas algebra by Carroll J. Gullory

“…When q is an interpolating Blaschke product, we find necessary and sufficient conditions for a subalgebra B of H∞[q¯] to be a maximal subalgebra in terms of the nonanalytic points of the noninvertible interpolating Blaschke products in B. If the set M(B)⋂Z(q) is not open in Z(q), we also find a condition that guarantees the existence of a factor q0 of q in H∞ such that B is maximal in H∞[q¯]. …”
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Diophantine Equation Generated by the Subfield of a Circular Field by I. G. Galyautdinov, E. E. Lavrentyeva

“…Using the decomposition law in a circular field, Diophantine equations f (x, y, z) = a and g(x, y, z) = b , where a, b ∈ Z, a 6= 0, b 6= 0 were solved. The assertions that, based on the canonical decomposition of the numbers a and b into prime factors, make it possible to determine whether the equations f (x, y, z) = a and g(x, y, z) = b have solutions were proved.…”
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Weyl-Titchmarsh Theory for Hamiltonian Dynamic Systems by Shurong Sun, Martin Bohner, Shaozhu Chen

“…We establish the Weyl-Titchmarsh theory for singular linear Hamiltonian dynamic systems on a time scale 𝕋, which allows one to treat both continuous and discrete linear Hamiltonian systems as special cases for 𝕋=ℝ and 𝕋=ℤ within one theory and to explain the discrepancies between these two theories. …”
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Analytical Investigation of Noyes–Field Model for Time-Fractional Belousov–Zhabotinsky Reaction by Mohammed Kbiri Alaoui, Rabia Fayyaz, Adnan Khan, Rasool Shah, Mohammed S. Abdo

“…The solution we obtained is in the form of series which helps in investigating the analytical solution of the time-fractional Belousov–Zhabotinskii (B-Z) system. To verify the accuracy of the proposed methods, an illustrative example is taken, and through graphs, the solution is shown. …”
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A New Proof of Rational Cycles for Collatz-Like Functions Using a Coprime Condition by Benjamin Bairrington, Nabil Mohsen

“…We define the characteristic mapping χα,β,k¯:Z>0⟶0,1,…,β−1 and the sequence n,χα,β,k¯n,χα,β,k¯2n,⋯ the characteristic trajectory of n. Let B∈Zβ be a β-adic sequence so that B=χα,β,k¯ini≥0. …”
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Physiological and image-based phenotyping assessment of waterlogging responses of three kiwifruit rootstocks and grafting combinations by Maria Calabritto, Alba N. Mininni, Roberto Di Biase, Angelo Petrozza, Stephan Summerer, Francesco Cellini, Bartolomeo Dichio

“…Three pot-grown kiwifruit rootstocks (‘Bounty 71,’ Actinidia macrosperma—B; ‘D1,’ Actinidia chinensis var. deliciosa—D; and ‘Hayward,’ A. chinensis var. deliciosa—H) and grafting combinations, with a yellow-fleshed kiwifruit cultivar (‘Zesy 002,’ A. chinensis var. chinensis) grafted on each rootstock (Z/B, Z/D, Z/H), were subjected to a control irrigation treatment (WW), restoring their daily water consumption, and to a 9-day waterlogging stress (WL), based on substrate saturation. …”
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