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    US Consumer Preferences for Home Lawn Fertilizers by Hayk Khachatryan, Alicia Rihn, Michael Dukes

    Published 2016-02-01
    “…This 4-page report discusses the findings of a 2013 survey of 1,066 US homeowners about their preferences and willingness-to-pay for various lawn fertilizer attributes. …”
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  5. 5545

    Water Conservation and Extension Participants: An Interesting Synergy by Laura A. Warner, Sebastian Galindo-Gonzalez, Anil Kumar Chaudhary

    Published 2017-05-01
    “…Warner, Sebastian Galindo-Gonzalez, and Anil Kumar Chaudhary, and published by the Department of Agricultural Education and Communication, March 2017. AEC616/WC278: Water Conservation and Extension Participants: An Interesting Synergy (ufl.edu)     …”
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  6. 5546
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    THERMAL INSULATING MATERIAL WITH HIGH MECHANICAL STRENGTH MADE FROM CLAY BRICK WASTE AND COAL ASH USING THE MICROWAVE ENERGY by LUCIAN PAUNESCU, MARIUS FLORIN DRAGOESCU, SORIN MIRCEA AXINTE

    Published 2020-06-01
    “…The porous product obtained by a sintering/ foaming process at 1115 - 1145 ºC had relatively low density and thermal conductivity (0.50 - 0.68 g/cm3 and 0.078 - 0.095 W/mK, respectively) and high compressive strength (up to 7.5 MPa). …”
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    On a General Conditional Cauchy Functional Equation by Elham Mohammadi, Abbas Najati, Yavar Khedmati Yengejeh

    Published 2024-03-01
    “…In this paper, we investigate the conditional Cauchy functional equation \[f(x+y)\neq af(x)+bf(y)\quad\Rightarrow \quad f(x+y)=f(x)+f(y),\quad x,y\in G,\] for functions $f:G\to Y$, where  $a,b\in \Bbb{F}$ are fixed constants. …”
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  14. 5554

    The finiteness of the Tate–Shafarevich group over function fields for algebraic tori defined over the base field by Rapinchuk, Andrei, Rapinchuk, Igor

    Published 2024-09-01
    “…We prove that if $K = k(X)$ is the function field of a smooth geometrically integral quasi-projective variety over a field $k$ of characteristic 0 and $V$ is the set of discrete valuations of $K$ associated with prime divisors on $X$, then for any torus $T$ defined over the base field $k$, the group $\Sha (T, V)$ is finite in the following situations: (1) $k$ is finitely generated and $X(k) \ne \emptyset $; (2) $k$ is a number field.…”
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