Logic of knowledge with infinitely many agents by Regimantas Pliuškevičius

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Companion of Ostrowski Inequality for Multiplicatively Convex Functions by Badreddine Meftah, Abdelghani Lakhdari, Saleh Wedad, Chemeseddine djaber Benchettah

Subjects: “…non-newtonian calculus…”
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Optimal trajectories in $L^1$ and under $L^1$ penalizations by Dumas, Annette, Santambrogio, Filippo

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New Forms of the Open Newton-Cotes-Type Inequalities for a Family of the Quantum Differentiable Convex Functions by Jarunee Soontharanon, Muhammad Ali, Shahram Rezapour, Muhammad Toseef, Thanin Sitthiwirattham

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Local estimates for functionals rotationally invariant with respect to the gradient by Telma João Santos

Subjects: “…calculus of variations…”
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Refinement of Midpoint and Trapezoid Type Inequalities for Multiplicatively Convex Functions by Amel Berhail, Badreddine Meftah

Subjects: “…non-newtonian calculus…”
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Evolution of CFD numerical methods and physical models towards a full discrete approach by Caltagirone, Jean-Paul

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Some Representations of the Modified Degenerate Gamma Matrix Function by İnci Ege, Kwara Nantomah

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Generalization of Companion of Ostrowski's Type Inequality Via Riemann-Liouville Fractional Integral and Applications in Numerical Integration, Probability Theory and Special Means by Faraz Mehmood, Akhmadjon Soleev

Subjects: “…fractional calculus…”
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A tensão entre cálculo e classificação como dinâmica da exclusão social by Paolo Totaro

“…As the formal logic informs us, calculus and algorithm are two faces of the same coin. …”
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Some new applications of the fractional integral and four-parameter Mittag-Leffler function. by Ahmad A Abubaker, Khaled Matarneh, Suha B Al-Shaikh, Mohammad Faisal Khan

“…The article reveals new applications of the four-parameter Mittag-Leffler function (MLF) in geometric function theory (GFT), using fractional calculus notions. The purpose of this study is to propose and explore a new integral operator of order λ using fractional calculus and the four-parameter MLF. …”
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Some remarks on the links between the VIR and Gompertz diffusion models and the links between the CIR and Rayleigh diffusion models by Abdenbi El Azri, Ahmed Nafidi

“…These links focus on elementary stochastic calculus and Itô’s calculus. Firstly, we prove that the square root of the CIR model is a SRDP. …”
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Analysis of Differentiation and Its Application. by Kirabo, Flavia

“…The purpose of this project was to analyze operational principles of differentiation in calculus and problems faced by mathematicians and scientists.…”
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Periodontal disease status and treatment need among a Kurdish population in Sulaimani - Iraq as assessed by CPITN index by Sarhang Sarwat Gul

“…The mean PI and BI were 0.64±24 and 0.39±0.28, respectively. Calculus was the most prevalent highest score amongst examined subjects (62.2%), followed by shallow pocket (22.2%) and bleeding (9%). …”
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Decoding of periodontal screening and recording index by Dler Ali Kursheed, Faraedon Mohidden Zardawi, Hadi Mohammad Ismail, Aras Maruf Rauf, Sarhang Sarwat Gul

“…Methods: In this interventional clinical study, PSR criteria were obtained from 50 participants plus decoding of each PSR code such as percentage of bleeding (Bl), calculus (Cal) and pocket depth (PD) in each sextant. …”
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Promoting Healthy Relationship Development in Teens, Part I: How Dating Smart in Youth Can Foster Better Relationships in Adulthood by Victor William Harris, Gilon Marts, Martie Gillen

“…Cultivating healthy dating relationships that can lead to healthy adult romantic and marriage relationships is a science that reflects a complicated calculus of the premarital influences that may shape future relationship stability, quality, and satisfaction. …”
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Promoting Healthy Relationship Development in Teens, Part I: How Dating Smart in Youth Can Foster Better Relationships in Adulthood by Victor William Harris, Gilon Marts, Martie Gillen

“…Cultivating healthy dating relationships that can lead to healthy adult romantic and marriage relationships is a science that reflects a complicated calculus of the premarital influences that may shape future relationship stability, quality, and satisfaction. …”
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Zacharij Niemcevski – professor of higher mathematics at the Vilnius university (1797–1820) by Evaldas Gečiauskas

“…Niemcevski tought differential and integral calculus by the tracktate of S.F. Lacroix, analytic geomety – by J.B. …”
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