Self-referential belief shares common neural correlates with general belief by Emily Bruns, Immanuel Scholz, Georgia Koppe, Peter Kirsch, Martin Fungisai Gerchen

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EXPERIENCE OF USING THE SCALE OF GENERAL ASSESSMENT OF FUNCTIONING FOR DIAGNOSIS AND PLANNING OF PSYHOTHERAPY IN NARCOLOGICAL PRACTICE by V.V. Borysenko, A.M. Skrypnikov, K.V. Hryn, U.O. Fysun, O.A. Kazakov, S.M. Nazarenko

“…The aim of the study was to examine the feasibility and effectiveness of using the global assessment of functioning scale (GAFS) to diagnose the dynamics of social functioning of patients with alcohol dependence. …”
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Inequalities of Hardy Type via Superquadratic Functions with General Kernels and Measures for Several Variables on Time Scales by H. M. Rezk, H. A. Abd El-Hamid, A. M. Ahmed, Ghada AlNemer, M. Zakarya

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PPP IN RUSSIA. GENERAL STATUS AND IMPLEMENTATION by V. Laktionov

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Scaling of Lagrangian structure functions by Björn Birnir, Luiza Angheluta

“…We use stochastic closure theory and generalized Green-Kubo relations to show that the velocity structure functions have two distinct scaling regimes connected by a passover. …”
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Jensen's Functionals on Time Scales by Matloob Anwar, Rabia Bibi, Martin Bohner, Josip Pečarić

“…Further, we define weighted generalized and power means on time scales. By applying the properties of Jensen’s functionals on these means, we obtain several refinements and converses of Hölder’s inequality on time scales.…”
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A novel approach to Lyapunov stability of Caputo fractional dynamic equations on time scale using a new generalized derivative by Michael Precious Ineh, Edet Peter Akpan, Hossam A. Nabwey

“…By bridging the gap between discrete and continuous time domains, this unified framework enabled a more thorough approach to stability and asymptotic stability analysis on time scales. A key contribution of this work was the new definition of the Caputo Fr$ \Delta $D for a Lyapunov function, which served as the basis for establishing comparison results and stability criteria for Caputo fractional dynamic equations. …”
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The Uniqueness of Analytic Functions on Annuli Sharing Some Values by Hong-Yan Xu, Zu-Xing Xuan

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Generalized Recentered Influence Function Regressions by Javier Alejo, Antonio Galvao, Julián Martínez-Iriarte, Gabriel Montes-Rojas

“…It builds on the recentered influence function (RIF) regression method, originally designed for location shifts in covariates, and extends it to general policy interventions, such as location–scale or asymmetric interventions. …”
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Uniqueness of Meromorphic Functions With Nonlinear Differential Polynomials Sharing a Small Function IM by H. R. Jayarama, S. S. Bhoosnurmath, C. N. Chaithra, S. H. Naveenkumar

“…Additionally, for two distinct meromorphic functions $f$ and $g$, both of finite order, if the differential-difference polynomials $[f^{n}f(z+c)]^{(k)}$\ and\ $[g^{n}g(z+c)]^{(k)}$ share the value $1$ in the same set, then $f(z)=c_1e^{dz},$ $g(z)=c_2e^{-dz}.$ We prove two results, which significantly generalize the results of Dyavanal and Mathai (Ukrainian Math. …”
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Development of a General Composite Scale (GENCOMS) for Progressive Neurodegenerative Diseases and Implications for the Assessment of Disease-Modifying Therapies by Samuel P. Dickson, Craig H. Mallinckrodt, Basia Rogula, Lauren C. Powell, Michele H. Potashman, Vladimir Coric, Gilbert J. L’Italien, Suzanne B. Hendrix

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Comparison of regional and general anesthesia for retrograde intrarenal surgery: a systematic review and meta-analysis by Yen Ho, Yu-Ching Wen, Yu-Ching Wen, Liang-Ming Lee, Ke-Hsun Lin, Chi-Hao Hsiao, Chi-Hao Hsiao, Syuan-Hao Syu, Benjamin Chung-Howe Lai, Cho-Hsing Chung, Yung-Wei Lin, Yung-Wei Lin

“…Moreover, RA may offer better long-term renal function preservation and be more cost effective than GA. …”
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Refinements and Generalizations of Functional Dresher’s and Bellman’s Inequalities by Rabia Bibi, Muhammad Shahzad

“…We give refinements and generalizations of the Dresher and Bellman inequalities for positive linear functionals. …”
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QPPLab: A generally applicable software package for detecting, analyzing, and visualizing large-scale quasiperiodic spatiotemporal patterns (QPPs) of brain activity by Nan Xu, Behnaz Yousefi, Nmachi Anumba, Theodore J. LaGrow, Xiaodi Zhang, Shella Keilholz

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A new result for entire functions and their shifts with two shared values by Xu Aizhu, Lin Peiqiang, Chen Shengjiang

“…Let ff be a transcendental entire function of hyperorder strictly less than 1, and let cc be a nonzero finite complex number. …”
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A generalized beta function and associated probability density by Y. Ben Nakhi, S. L. Kalla

“…We introduce and establish some properties of a generalized form of the beta function. Corresponding generalized incomplete beta functions are also defined. …”
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Approximation of the Generalized Lame Equations by the Strain Energy Functional by Tatyana Maltseva, Yury Klochkov, Tatyana Saltanova, Alexander Shusharin

“…The properties of the generalized Lamé operator are investigated for the application of variational methods to solve the problem. …”
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Unique and shared influences of anxiety and ADHD on the behavioral profile of autism in early childhood by Diana K. Waters, Grace T. Baranek, Elizabeth Glenn, Hannah Riehl, Lauren DeMoss, Geraldine Dawson, Kimberly L. H. Carpenter

“…Using an additive main effect general linear model, we examined the unique contributions of an anxiety disorder and/or ADHD on core and associated autistic features as well as executive function. …”
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Development of a Core Outcomes Set for Peripheral Nerve Injury by Christopher J. Dy, MD, MPH, Alison L. Antes, PhD, Heather L. Baltzer, MD, Harvey Chim, MD, Jana Dengler, MD, Lisa Gfrerer, MD, Scott H. Kozin, MD, Yusha Katie Liu, MD, Christine B. Novak, DPT, Hollie A. Power, MD, Nicholas Pulos, MD, Jeffrey G. Stepan, MD MSc, Christopher J. Dy, MD, MPH (Principal Investigator), Heather Baltzer, MD, David M. Brogan, MD, MSc, Harvey Chim, MD, Jana Dengler, MD, Kyle R. Eberlin, MD, Paige M. Fox, MD, PhD, Lisa Gfrerer, MD, Scott H. Kozin, MD, Steve K. Lee, MD, Fraser Leversedge, MD, Amy M. Moore, MD, Christine B. Novak, PhD, Scott Tintle, MD, Sami Tuffaha, MD, Nicholas Pulos, MD, Jeffrey G. Stepan, MD, Y. Katie Liu, MD, Alexander Y. Shin, MD

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Almost Automorphic Functions on the Quantum Time Scale and Applications by Yongkun Li

“…Then, we introduce a transformation between functions defined on the quantum time scale and functions defined on the set of generalized integer numbers; by using this transformation we give equivalent definitions of almost automorphic functions on the quantum time scale; following the idea of the transformation, we also give a concept of almost automorphic functions on more general time scales that can unify the concepts of almost automorphic functions on almost periodic time scales and on the quantum time scale. …”
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