Nyadran and Paguyuban Budiluhur in Caring for Inter-Religious Harmony by Anif Musyafa’ah Harnianti, Fina Farikhatun Nurul Maqfiroh, Khozinatul Mabruroh, Abdul Najib, Muhammad Syihabuddin Alawy

“…This research aims to explore how Nyadran and Paguyuban Budiluhur serve as mediums for maintaining inter-religious harmony in Kapas Village, using Max Weber's social action theory. …”
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IMAGES OF ENGLISH WOMEN IN THE SIEGE OF KRISHNAPUR by Fatma KALPAKLI

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A Rare Case of Granulicatella adiacens Vertebral Osteomyelitis by E. van der Palen, C. L. M. de Roij van Zuijdewijn, D. A. R. Castelijn, G. H. Wattel-Louis, J. Kalpoe

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The role of pH in aqueous photocatalytic oxidation of β-estradiol by Tatyana Malygina, Sergei Preis, Juha Kallas

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Monotonicity and complete monotonicity of some functions involving the modified Bessel functions of the second kind by Mao, Zhong-Xuan, Tian, Jing-Feng

“…Furthermore, we demonstrate that the function $-T_{\nu ,\alpha ,\beta }(s)$ is completely monotonic in $s$ and absolutely monotonic in $\nu $ if and only if $\beta \ge 1$, where $T_{\nu ,\alpha ,\beta }(s)=K_{\nu }^2(s)-\beta K_{\nu -\alpha }(s)K_{\nu +\alpha }(s)$ defined on $s>0$ and $K_{\nu }(s)$ is the modified Bessel function of the second kind of order $\nu $. …”
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Essential Norm of the Weighted Composition Operators Between Growth Space by Ebrahim Abbasi, Mostafa Hassanlou

“…For $\alpha>0$, the growth space $\mathcal{A}^{-\alpha}$ is the space of all function $f\in H(\DD)$ such that $$\left\|f\right\|_{\mathcal{A}^{-\alpha}}=\sup_{z\in\DD}\left(1-\left|z\right|^2\right)^\alpha \left|f(z)\right|<\infty.…”
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Score-Valued Decision Making Models Based on Inverse Soft Matrices by Seda Erdinç, Emin Aygün

“…In this work, we introduce some useful concepts  in soft set theory, such as $\overline{\alpha}$-inverse intersection and  $\overline{\alpha}$-inverse union of inverse soft sets, together with  the type soft $\overline{\alpha}$-upper, $\overline{\alpha}$-lower, $\overline{\alpha}$-intersection and $\overline{\alpha}$-union of inverse soft matrices.  …”
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On weakly prime-additive numbers with length $4k+3$ by Fang, Jin-Hui, Xue, Fang-Gang

“…If a positive integer $n$ has at least two distinct prime divisors and can be written as $n=p_1^{\alpha _1}+\dots +p_t^{\alpha _t}$, where $p_1<\dots 3$. …”
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Superderivations and Jordan superderivations of generalized quaternion algebras by Leila Heidari Zadeh

“…Let $H_{\alpha,\beta}$ be the generalized quaternion algebra over a unitary commutative ring. …”
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Optimal recovery of operators in sequence spaces by V.F. Babenko, N.V. Parfinovych, D.S. Skorokhodov

“…In this paper we solve the problem of optimal recovery of the operator $A_\alpha x= (\alpha_1x_1,\alpha_2x_2,\ldots)$ on the class $W^T_q = \{(t_1h_1,t_2h_2,\ldots)\,:\,\|h\|_{\ell_q}\le 1\}$, where $1\le q < \infty$ and $t_1\ge t_2\ge \ldots \ge 0$, and $\alpha_1t_1\ge\alpha_2t_2\ge\ldots\ge 0$ are given, in the space $\ell_q$. …”
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Correction to &#x201C;Energy Efficient Signal Detection Using SPRT and Ordered Transmissions in Wireless Sensor Networks&#x201D; by Shailee Yagnik, Ramanarayanan Viswanathan, Lei Cao

“…In [1, p. 1124], a footnote is needed on (13) as shown below: \begin{equation*}\qquad\qquad\quad{{\alpha }^\# } < \left( {1 - {{c}_1}} \right)\alpha + \left( {1 - \left( {1 - {{c}_1}} \right)\alpha } \right)\alpha\qquad\qquad\quad \hbox{(13)$^{1}$} \end{equation*}…”
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Gas-Phase Photocatalytic Oxidation of Dimethylamine: The Reaction Pathway and Kinetics by Anna Kachina, Sergei Preis, Juha Kallas

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Shadows and accretion disk images of charged rotating black hole in modified gravity theory by He-Bin Zheng, Meng-Qi Wu, Guo-Ping Li, Qing-Quan Jiang

“…For the accretion disk, it shows that the inner shadow expands with $$\alpha $$ α , while decreases with Q. The increase of $$\alpha $$ α exhibits an increasing effect on redshift. …”
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The small condition for modules with Noetherian dimension by Nasrin Shirali, Hooriya Kavoosi Ghafi, Sayed Malek Javdannezhad

“…As a main result, it is shown that if $M$ is a  module with  finite hollow dimension which satisfies the  small condition, then $\alpha \leq n-dim\, M\leq \alpha+1$, where  $\alpha=\sup\{ n-dim\,S: S\ll M\}$. …”
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Fractalization of Fractional Integral and Composition of Fractal Splines by Gowrisankar Arulprakash

“…The present study perturbs the fractional integral of a continuous function $f$ defined on a real compact interval, say $(\mathcal{I}^vf)$ using a family of fractal functions $(\mathcal{I}^vf)^\alpha$ based on the scaling parameter $\alpha$. To elicit this phenomenon, a fractal operator is proposed in the space of continuous functions, an analogue to the existing fractal interpolation operator which perturbs $f$ giving rise to $\alpha$-fractal function $f^\alpha$. …”
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Doubly critical problems involving Sub-Laplace operator on Carnot group by Shuhai Zhu

“…This paper was focused on the solvability of a class of doubly critical sub-Laplacian problems on the Carnot group $ \mathbb{G} $: \begin{document}$ -\Delta_{\mathbb{G}}u-\mu \frac{\psi^{2}(\xi) u }{\text{d}(\xi)^2} = \vert u\vert^{p-2}u +\psi^{\alpha}(\xi)\frac{\vert u\vert^{2^*(\alpha)-2}u}{\text{d}(\xi)^{\alpha}}, \quad u\in S^{1, 2}(\mathbb{G}). …”
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Data Adaptive Spectral Analysis of Unsteady Leakage Flow in an Axial Turbine by Konstantinos G. Barmpalias, Ndaona Chokani, Anestis I. Kalfas, Reza S. Abhari

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Hanif Kureishi’nin Varoşların Budası Adlı Romanında Kimlik Arayışı by Fatma Kalpaklı

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The Hölder and Minkowski Inequalities Utilizing a Fractional Operator Involvement of Pseudo-Operator by Hadiseh Fallah Andevari, Azizollah Babakhani, Daniela Oliveira

“…A generalized integral operator of order $\alpha$ of a real function $f$  including a parameter set $P$, namely $K_P^\alpha f(t)$ has been introduced by O. …”
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New oscillation criteria for third order nonlinear functional differential equations by John Graef, Said Grace, Gokula Chhatria

“…The authors consider the general third order functional differential equation \begin{align*} \left(a_{2}(\nu)\left[\left(a_{1}(\nu)\left(x'(\nu)\right)^{\alpha_{1}}\right)'\right]^{\alpha_{2}}\right)'+q(\nu) x^{\beta}(\tau(\nu))=0,\qquad\nu\geq \nu_{0}, \end{align*} and obtain sufficient conditions for the oscillation of all solutions. …”
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