Visual sensitivity to irregularities in periodic tiling patterns by J. Farley Norman, Yulia Mishchuk, Maria Carmichael, Ash Sheehan, Evan Hagan

“…Abstract A single experiment was conducted to evaluate the sensitivity of human vision to irregularities in regular (repetitive) patterns that tile the plane; mathematicians have been investigating such patterns (tilings) for hundreds of years. …”
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Applying Extensions of Evidence Theory to Detect Frauds in Financial Infrastructures by Luigi Coppolino, Salvatore D'Antonio, Valerio Formicola, Luigi Romano

“…The Dempster-Shafer (DS) theory of evidence has significant weaknesses when dealing with conflicting information sources, as demonstrated by preeminent mathematicians. This problem may invalidate its effectiveness when it is used to implement decision-making tools that monitor a great number of parameters and metrics. …”
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Extremal values on the Kirchhoff index of the line graph of trees

“…The computation of resistance distance and the Kirchhoff index is a classical problem that has been extensively investigated by numerous mathematicians, physicists, and scientists. Consider a simple connected graph G with vertex set V(G) and edge set E(G). …”
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Der Weltbürger aus Königsberg: Immanuel Kant heute. Person und Werk by Riccardo Pozzo

“…But this also applies to Thales, Pythagoras and Archimedes, to Hippocrates and Galen, to Galileo, Copernicus, Kepler and Newton as well as many other mathematicians, naturalists, engineers and physicians. …”
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A universal application of the general integral transform: New technique for the analysis of nonlinear oscillator systems by Jing-Yan Niu

“…The wide applicability of a nonlinear oscillator is the main reason why it has gained so much attention from mathematicians and scientists, while it is difficult to be solved both numerically and theoretically. …”
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How do we model what we model? An interdisciplinary approach for educational integration between mathematics and biology by William Campillay-Llanos, Noemí Cárcamo-Mansilla

“…Modelling acts as an integrative bridge between disciplines, fostering effective collaboration between scientists and mathematicians in addressing complex problems, transcending the limits of specialisation, and acknowledging the essential characteristics of each discipline. …”
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Quantum tug of war between randomness and symmetries on homogeneous spaces by Rahul Arvind, Kishor Bharti, Jun Yong Khoo, Dax Enshan Koh, Jian Feng Kong

“…While this mathematical machinery is well studied by mathematicians, it has seen limited application in quantum information. …”
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La concepción de las teorías empíricas de Suppes by José Luis Rolleri

“…I pretend to show that it is not enough to specify the próposed physical meaning of the primitives of an axiomatic theory in order to get the intended applications: within this specification the only things possible to eliminate -in an analogous way of the mathematicians- are its "non. standard" models. Finally, I describe the role of measurement theories in Suppes' views of physical semantics: they behave as a bridge between the models proposed by the theory and certain data systematisations from experimental experience. …”
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Nociones logicistas en filosofía de la matemática by Ángel Nepomuceno Fernández

“… The point of view according to which logic has priority over mathematics has been maintained by some philosophers and mathematicians in two senses: a strong view and a weak view. …”
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Géolocalisation des sources fiscales pré-révolutionnaires : la quadrature du cercle by Florent Hautefeuille

“…The second component is the result of collaboration between loboratories of archaeologists, historians and mathematicians. It aimed to provide a method for comparing the settlement’s dynamics from the modeling of tax sources in the form of adjacency graph. …”
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Enumeration Degrees of the Bounded Sets by Boris Y. Solon

“…In a number of works by the author and a group of mathematicians from the University of Wisconsin-Madison, the so-called ``graph-cototal enumeration degrees'' were considered, i.e. e-degrees containing the complement of the graph of some total function $f(x)$. …”
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Ross, macdonald, and a theory for the dynamics and control of mosquito-transmitted pathogens. by David L Smith, Katherine E Battle, Simon I Hay, Christopher M Barker, Thomas W Scott, F Ellis McKenzie

“…A systematic historical review suggests that several mathematicians and scientists contributed to development of the Ross-Macdonald model over a period of 70 years. …”
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Relations between the distinguishing number and some other graph parameters by Bahman Ahmadi, Seyed Alireza Talebpour Shirazi Fard

“…This concept of “symmetry breaking” was first proposed by Babai in 1977 and after the publication of a seminal paper by Albertson in 1996, it attracted the attention of many mathematicians. In this paper, along with studying some relations between $D(G)$ and some other important graph parameters, we introduce the concept of a $(D,\alpha)$-ordinary graph which displays the comparison between $D(G)$ and the independence number $\alpha(G)$. …”
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Global Stability and Dynamic Analysis for a Type of Macroeconomic Systems by Ya-Juan Yang, Ru-Fei Ma, Jing Zhang

“…This paper aims at the dynamic properties of the proposed globally planned economic systems named after CPE proposed by Loo-Keng Hua who is one of the worldwide famous Chinese mathematicians. First, we give new existence conditions of growth balanced solution to the model. …”
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Decision-making nei Pazienti sottoposti a Trattamento Dialitico una ipotesi di ricerca sul Disjunction Effect by Silvia Dell'Orco, Martina Messina, Anna Di Leva, Giuseppina di Ronza, Marco Letterese, Tommaso Romitelli, Margherita Rosato, Barbara Vitulano, Vania Costa

“…Introduction: Before becoming an object of cognitive science, the topic of decision-making has questioned thinkers from all ages and disciplines: philosophers, mathematicians, logicians, economists and more. More recent studies have highlighted the neuroscientific basis of decision-making and the complex cognitive strategies involved in economic and social decisions, such as gambling. …”
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Safety of Information and Communication Technologies in the Context of the Sustainable Development of Human Society by V. A. Artamonov, E. V. Artamonova, L. A. Kulak

“…However, recent studies of mathematicians prove that the possibilities of AI are not unlimited. …”
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Global Conharmonic Concept Type Nearly Kahler Manifold by Ali A. Shihab

“…Next nearly kahler manifolds of constant type considered various mathematicians (see. [1], [3], [4], [5], [6], [7]). Comprehensive description of Nearly Kahler manifolds of constant type was obtained V.F.Kirichenko [6]. …”
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THE ROLE OF EDUCATIONAL PROJECTS IN THE FORMATION OF SCIENTIFIC WORK SKILLS by O. V. Zadorozhnaya

“…The aim of the publication is to show the possibility of educational projects in the educational process of the university and the prospects of this method in the preparation of future specialists-mathematicians. Methods. The methods involve: theoretical research methods (analysis of the philosophical, psychological and pedagogical, methodological literature on the topic of research, analysis and training manuals for the course of mathematical analysis, study and generalization of pedagogical experience, conceptual analysis of studies on the problem of the study); experimental (survey, inspection); observational (direct and indirect observation, self-observation).Results. …”
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Application of Laplace Transform For Solving Population Growth and Decay Models. by Natukunda, Pamellah

“…The proposed scheme can be applied for compound interest and heat conduction problems. I encourage mathematicians to use the Laplace transform model in solving differential equations and population models since it is perfect and easy to solve.…”
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Dynamical behavior of whooping cough SVEIQRP model via system of fractal fractional differential equations by Razia Begum, Sajjad Ali, Nahid Fatima, Kamal Shah, Thabet Abdeljawad

“…Infectious diseases modeling of non-integer order attracts many mathematicians and biological scientists. The presentation of an advanced fractal fractional model for studying the exact dynamical behavior of infectious diseases in epidemiology is necessary. …”
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