Showing 1 - 20 results of 29 for search '"distribution (mathematics)"', query time: 0.18s Refine Results
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    Development of a Distributed Mathematical Model and Control System for Reducing Pollution Risk in Mineral Water Aquifer Systems by Alexander V. Martirosyan, Yury V. Ilyushin, Olga V. Afanaseva

    Published 2022-01-01
    “…The article describes a distributed mathematical model developed from the geo-filtration equation. …”
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    Article
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    Investigation of the OA-300M Electrolysis Cell Temperature Field of Metallurgical Production by Tatyana Valeryevna Kukharova, Yury Valeryevich Ilyushin, Mir-Amal Mirrashidovich Asadulagi

    Published 2022-11-01
    “…In this paper, the mathematical modeling of the temperature fields using a spatially distributed mathematical model and conducted experimental studies were carried out. …”
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    Classical and Bayesian inference for the new four-parameter Lomax distribution with applications by Mahreen Abdullah, Muhammad Ahsan-ul-Haq, Abdullah M. Alomair, Mohammed A. Alomair

    Published 2024-02-01
    “…The new distribution is named ''New Alpha Power Transformed Power Lomax Distribution.'' Mathematical properties, including moments, the moment-generating function, the mean residual life, order statistics, and the quantile function, are obtained. …”
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    Article
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    A Direct Approach for the Near-Optimal Design of Water Distribution Networks Based on Power Use by Juan Saldarriaga, Diego Páez, Camilo Salcedo, Paula Cuero, Laura Lunita López, Natalia León, David Celeita

    Published 2020-04-01
    “…OPUS proved that following hydraulic principles is a fair choice to design WDS, showing plenty of potential in other water distribution mathematical modeling applications and offering an alternative for the extensive search process undertaken by metaheuristics.…”
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    A Stochastic Geometry Approach to EMF Exposure Modeling by Quentin Gontier, Lucas Petrillo, Francois Rottenberg, Francois Horlin, Joe Wiart, Claude Oestges, Philippe De Doncker

    Published 2021-01-01
    “…A two-dimensional Poisson Point Process is assumed for the base station distribution. Mathematical expressions of statistics of exposure are derived from a simple propagation model taking into account the height of the base stations. …”
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    Zur Rolle gewerblicher Entwicklungen bei der Ermittlung von Wohnflächenbedarfen. Ein interkommunaler Lösungsansatz, illustriert am Beispiel der Region Leipzig/Halle by Thorben Sell, Sebastian Henn, Max Schuchardt

    Published 2023-12-01
    “…In a second step, existing commuter structures in the inter-communal context are used to estimate how households should ideally be localised; in the third step, households are then distributed mathematically on the basis of accessibility structures. …”
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    Convergence and stability results for the particle system in the Stein gradient descent method by Carrillo, JA, Skrzeczkowski, J

    Published 2024
    “…It is based on a particle system moving along the gradient flow of the Kullback-Leibler divergence towards the asymptotic state corresponding to the desired distribution. Mathematically, the method can be formulated as a joint limit of time t and number of particles N going to infinity. …”
    Journal article
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    Prediction of Solar Concentration Flux Distribution for a Heliostat Based on Lunar Concentration Image and Generative Adversarial Networks by Fen Xu, Jian Wang, Minghuan Guo, Zhifeng Wang

    Published 2024-12-01
    “…The method can take account of tracking errors of individual heliostats, defects of reflecting surfaces, as well as atmospheric attenuation effects, and has the potential to give a reliable prediction of solar flux distribution. Mathematical relations between the solar flux distribution and the solar concentration ratio distribution are discussed in the paper. …”
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    High School Algebra Students Busting the Myth about Mathematical Smartness: Counterstories to the Dominant Narrative “Get It Quick and Get It Right” by Teresa K. Dunleavy

    Published 2018-04-01
    “…Analysis of interviews revealed four themes about their perceptions of mathematical smartness, including: (1) consistently and unapologetically affording time and space to value multiple solution strategies, (2) belief in mathematical justification and explanation as the goal for demonstrating mastery of mathematical content, (3) valuing mathematically valid ideas from all class members, and (4) valuing collaborative problem solving as a way to help group members, distribute mathematical knowledge and orient students toward learning with one another. …”
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    Application of a Negative Multinomial Model Gives Insight into Rarity-Area Relationships by Youhua Chen, Yongbin Wu, Weihua Chen, Tian Zhao, Wenyan Zhang, Tsung-Jen Shen

    Published 2020-05-01
    “…In this study, we utilized the negative multinomial distribution to overcome the problem encountered by the commonly used Poisson distribution and used it to derive insight into the implications of field sampling for rare species’ distributions. Mathematically, we derived, from the negative multinomial distribution and sampling theory, contrasting relationships between sampling area, and the proportions of locally rare and regionally rare species in ecological assemblages presenting multi-species correlated distribution. …”
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