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  1. 1801

    Fabrication of a 3D Corneal Model Using Collagen Bioink and Human Corneal Stromal Cells by Alexander J. Choi, Brenna S. Hefley, Hannah A. Strobel, Sarah M. Moss, James B. Hoying, Sarah E. Nicholas, Shadi Moshayedi, Jayoung Kim, Dimitrios Karamichos

    Published 2025-03-01
    “…Further research is necessary to optimize the bioink composition and evaluate the functional and biomechanical properties of these bioengineered corneas.…”
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    Redefinition of τ-Distance in Metric Spaces by Tomonari Suzuki

    Published 2017-01-01
    “…The concept of τ-distance was introduced in 2001; on the other hand, that of τ-function was introduced by Lin and Du. Strongly inspired by τ-function, we introduce a new concept, which is a very slight generalization of τ-distance and is more natural than τ-distance. …”
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  11. 1811

    A Characterization of Symmetric Stable Distributions by Wiktor Ejsmont

    Published 2016-01-01
    “…Using the characteristic function of an additive convolution we generalize some known characterizations of the normal distribution to stable distributions. …”
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  12. 1812

    On Neutrosophic Extension of the Maxwell Model: Properties and Applications by Faisal Shah, Muhammad Aslam, Zahid Khan, Mohammed M. A. Almazah, Fuad S. Alduais

    Published 2022-01-01
    “…The neutrosophic forms of some commonly used functions in applied statistics such as mean, variance, moment generating function, and shape coefficients are explored. …”
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    Analysis of Fractional Differential Inclusion Models for COVID-19 via Fixed Point Results in Metric Space by Monairah Alansari, Mohammed Shehu Shagari

    Published 2022-01-01
    “…In particular, fractional-order differential inclusion models are more suitable for describing epidemics. Thus, as a generalization of a newly launched existence result for fractional-order model for COVID-19, using Banach and Shauder fixed point theorems, we investigate solvability criteria of a novel Caputo-type fractional-order differential inclusion model for COVID-19 by applying a standard fixed point theorem of multivalued contraction. …”
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