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    Application of mineral additives in functional textiles by Vitali Т. Lipik

    Published 2024-12-01
    Subjects: “…functional yarn…”
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    Additive functionals and excursions of Kuznetsov processes by Hacène Boutabia

    Published 2005-01-01
    “…Let B be a continuous additive functional for a standard process (Xt)t∈ℝ+ and let (Yt)t∈ℝ be a stationary Kuznetsov process with the same semigroup of transition. …”
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    Functional Inequalities Associated with Additive Mappings by Jaiok Roh, Ick-Soon Chang

    Published 2008-01-01
    “…The functional inequality ‖f(x)+2f(y)+2f(z)‖≤‖2f(x/2+y+z)‖+ϕ  (x,y,z) (x,y,z∈G) is investigated, where G is a group divisible by 2,f:G→X and ϕ:G3→[0,∞) are mappings, and X is a Banach space. …”
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    Additive Technologies in Restoring the Functionality of Mobile Robots by Dawid TOMICA (dawid.tomica@wat.edu.pl), Lucjan ŚNIEŻEK (lucjan.sniezek@wat.edu.pl), Arkadiusz RUBIEC (arkadiusz.rubiec@wat.edu.pl)

    Published 2024-09-01
    “…The literature review takes into account long-term and incidental loads on the undercarriage and drive systems, which affect the functionality and durability of these robots. Moreover, the limitations and advantages of additive technology in restoring the functionality of these machines were verified, taking into account the operational environment of EOD subunits.…”
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    Functional additive manufacturing with different aluminum alloys by Machi GODA, Hiroyuki SASAHARA, Hiroki ANZAI, Daiju ANAZAWA

    Published 2024-09-01
    “…The research not only expands the technical understanding of dissimilar aluminum alloys but also provides practical insights into harnessing WAAM's potential for innovative, functional additive manufacturing. We anticipate that the findings can drive advancements in alloy fabrication techniques and has implications for industries reliant on aluminum alloys across diverse applications.…”
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    ON STABILILTY OF GENERALIZED ADDITIVE FUNCTIONAL EQUATIONS IN BANACH SPACE by Yusuf Ibrahim, Aminu A. Usman

    Published 2024-10-01
    “…In this paper, an Arunkumar-Agilan type additive functional equation is considered. By applying the direct method introduced by Hyers and the method of Gavruta, we established the Hyers-Ulam-Rassias stability condition for such an additive functional equation.…”
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