Third Hankel Determinant for the Logarithmic Coefficients of Starlike Functions Associated with Sine Function by Bilal Khan, Ibtisam Aldawish, Serkan Araci, Muhammad Ghaffar Khan

“…The logarithmic functions have been used in a verity of areas of mathematics and other sciences. As far as we know, no one has used the coefficients of logarithmic functions to determine the bounds for the third Hankel determinant. …”
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On a new version of Hermite–Hadamard-type inequality based on proportional Caputo-hybrid operator by Tuba Tunç, İzzettin Demir

“…Furthermore, in many areas of mathematics, it is better to use a new hybrid fractional operator, which combines the proportional and Caputo operators. …”
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POSITIVE GRASSMANNIAN AND POLYHEDRAL SUBDIVISIONS by POSTNIKOV, ALEXANDER

“…Remarkably, the same combinatorial structures appeared in many other areas of mathematics and physics, e.g., in the study of cluster algebras, scattering amplitudes, and solitons. …”
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Neutrosophic 𝔑-Structures in Semimodules over Semirings by Ghulam Muhiuddin, Nabilah Abughazalah, Balasubramanian Elavarasan, Kasi Porselvi, Deena Al-Kadi

“…The study of symmetry is a fascinating and unifying subject that connects various areas of mathematics in the twenty-first century. Algebraic structures offer a framework for comprehending the symmetries of geometric objects in pure mathematics. …”
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Graph Energies of Egocentric Networks and Their Correlation with Vertex Centrality Measures by Mikołaj Morzy, Tomasz Kajdanowicz

“…Although theoretical properties of various graph energies have been investigated in the past in the areas of mathematics, chemistry, physics, or graph theory, these explorations have been limited to relatively small graphs representing chemical compounds or theoretical graph classes with strictly defined properties. …”
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Some new integral inequalities for higher-order strongly exponentially convex functions by Jaya Bisht, Nidhi Sharma, Shashi Kant Mishra, Abdelouahed Hamdi

“…The theory of integral inequalities is currently one of the most rapidly developing areas of mathematics due to its wide range of applications. …”
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HYBRID NORM PRODUCT AND RELATION STRUCTURES IN HEMIRINGS by V. Keerthika, G. Muhiuddin, M. E. Elnair, B. Elavarasan

“…The concept of 𝑡- norm turned out to be a basic tool for probabilistic metric spaces, but also in several areas of mathematics, including fuzzy set theory, fuzzy decision making, probability and statistics, etc. …”
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Higher-Order Executive Function in Middle School: Training Teachers to Enhance Cognition in Young Adolescents by Jacquelyn F. Gamino, Courtney Frost, Russell Riddle, Janet Koslovsky, Sandra B. Chapman

“…More importantly, we found evidence of far transfer via students’ improved academic performance in all standardized test content areas (Reading, Mathematics, Science, and Social Studies) when compared to their untrained peers. …”
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Assessment and Gifted Discourse in Swedish Early Years Education Steering Documents: The Problem of (In)Visibility by Valerie Margrain, Jorryt van Bommel

“…However, the mapping materials used with six-year-old students in the subject areas of mathematics and Swedish do encourage teachers to consider children who achieve mastery early. …”
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Applications of Neutrosophic <i>q</i>-Poisson distribution Series for Subclass of Analytic Functions and Bi-Univalent Functions by Abdullah Alsoboh, Ala Amourah, Maslina Darus, Rami Issa Al Sharefeen

“…The neutrosophic <i>q</i>-Poisson distribution is expected to be significant in a number of areas of mathematics, science, and technology.…”
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Roadmap of the Multiplier Method for Partial Differential Equations by Juan Arturo Alvarez-Valdez, Guillermo Fernandez-Anaya

“…It is also an interesting and a relevant method in itself that could possibly give interesting results in areas of mathematics such as modern algebra, group theory, topology, etc. …”
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Estimation in the Primary Mathematics Curricula of Cyprus, Greece and Turkey: A Privileged or Prevented Competence? by Constantinos Xenofontos, Sinem Hizli Alkan, Paul Andrews

“…All three curricula fail to recognise the importance of number line estimation and quantity estimation, the two forms with the most significant developmental implications for the later learning of other mathematical concepts and areas of mathematics. Among the three curricula under scrutiny, the Greek is the one with the fewest and most superficial references to estimation. …”
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Solutions of the Yang–Baxter Equation Arising from Brauer Configuration Algebras by Agustín Moreno Cañadas, Adolfo Ballester-Bolinches, Isaías David Marín Gaviria

“…Currently, researching the Yang–Baxter equation (YBE) is a subject of great interest among scientists of diverse areas in mathematics and other sciences. One of the fundamental open problems is to find all of its solutions. …”
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The research in teacher training that teaches Mathematics at EJA: considerations of theses and dissertations (1985-2015) by Emerson da Silva Ribeiro, Ingryd Luana Wonczak de Paula, Quézia Alves Andrade

“…It is based on authors in the areas of Mathematics Education, EJA and teacher training; with methodological support in qualitative research, like state-of-the-art. …”
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On some fractional integral inequalities for generalized strongly modified $h$-convex functions by Peiyu Yan, Qi Li, Yu Ming Chu, Sana Mukhtar, Shumaila Waheed

“…Convex functions play an important role in many areas of mathematics. They are especially important in the study of optimization problems where they are distinguished by a number of convenient properties. …”
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Increasing Students’ Mastery in Mathematics 6 through “I Love Math!” by Maricon V. Estrellado

“…There was no significant difference in the mastery level in each of the 5 content areas in Mathematics 6 when they were classified according to their preferred learning styles. …”
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The Effect of Mathematics Subject on Accounting Students of Private and State Universities in Iran by Mahdi MORADI, Mahdi SALEHI, Somayeh KHALILIANMOVAHED

“…Pre-test only involve areas of mathematics that have more impact on understanding in principles of accounting. …”
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Development of an Educational Robotic Training Kit. by Tang, Sai Hong, Sulaiman, Shamsuddin, Samin, Razali, Teo, Hiu Hong, Khaksar, Weria

“…Engineering students are forced to learn all theories and formulas that encompass the areas of mathematics, physics, micro-electronics, dynamics and kinematics, control systems, human factors, and manufacturing operation in a single subject without any hands-on practical skills. …”
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Theory of heavy ion collision physics in hadron therapy / by Belkic, Dzevad

“…Advances in Quantum Chemistry presents surveys of current topics in this rapidly developing field that has emerged at the cross section of the historically established areas of mathematics, physics, chemistry, and biology. It features detailed reviews written by leading international researchers. …”

The Development of Data Science: Implications for Education, Employment, Research, and the Data Revolution for Sustainable Development by Fionn Murtagh, Keith Devlin

“…The following are covered in this article: the rapidly growing post-graduate university course provisioning for Data Science; a preliminary study of employability requirements, and how past eminent work in the social sciences and other areas, certainly mathematics, can be of immediate and direct relevance and benefit for innovative methodology, and for facing and addressing the ethical aspect of Big Data analytics, relating to data aggregation and scale effects. …”
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