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    Multisphere Representation of Convex Polyhedral Particles for DEM Simulation by Qiang Zhang, Chaojun Jia, Jun Yu, Jiawen Zhou

    Published 2021-01-01
    “…The representation of particles of complex shapes is one of the key challenges of numerical simulations based on the discrete element method (DEM). …”
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  3. 223

    Strongly Reciprocally p-Convex Functions and Some Inequalities by Hao Li, Muhammad Shoaib Saleem, Ijaz Hussain, Muhammad Imran

    Published 2020-01-01
    “…In this paper, we generalize the concept of strong and reciprocal convexity. Some basic properties and results will be presented for the new class of strongly reciprocally p-convex functions. …”
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  4. 224

    Preservers for the Tsallis Entropy of Convex Combinations of Density Operators by Xiaochun Fang, Yihui Lao

    Published 2018-01-01
    “…Let H be a complex separable Hilbert space; we first characterize the unitary equivalence of two density operators by use of Tsallis entropy and then obtain the form of a surjective map on density operators preserving Tsallis entropy of convex combinations.…”
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    The Stress Intensity Factor of convex embedded polygonal cracks by Paolo Livieri, Fausto Segala

    Published 2022-12-01
    “… In the present work, a simple formula for the evaluation of the stress intensity factor (SIF) of convex embedded polygonal cracks has been proposed. …”
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  9. 229

    Giant Reed (Arundo donax): Biology, Identification and Management by Kurt Vollmer, Curtis Rainbolt, Jason Ferrell

    Published 2008-04-01
    “…SS AGR 301/AG307: Giant Reed (Arundo donax): Biology, Identification, and Management (ufl.edu) …”
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    Superadditivity, Monotonicity, and Exponential Convexity of the Petrović-Type Functionals by Saad Ihsan Butt, Mario Krnić, Josip Pečarić

    Published 2012-01-01
    “…By virtue of established results we also define some related functionals and investigate their properties regarding exponential convexity. Finally, the general results are then applied to some particular settings.…”
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    Hyperinvariant subspaces for some operators on locally convex spaces by Edvard Kramar

    Published 2000-01-01
    Subjects: “…Locally convex space…”
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    WİTTGENSTEİN’IN İKİNCİ DÖNEM DİL GÖRÜŞÜ VE ETKİLERİ by Metin Becermen

    Published 2011-07-01
    “…Bu çalışmada, Wittgenstein’ın ikinci dönem dil görüşü üzerinde durulmaktadır.Öncelikle anlam ve kullanım arasındaki ilişki ele alınacak ve dahasonra onun dil oyunları teorisi ortaya konacaktır. …”
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  16. 236

    Cape Honey Bee Apis mellifera capensis Escholtz by James D. Ellis

    Published 2012-01-01
    “…Cape honey bees can produce both male and female offspring parthenogenetically. …”
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  17. 237

    African Honey Bee: What You Need to Know by H. Glenn Hall, Catherine Zettel-Nalen, James D. Ellis

    Published 2015-08-01
    “… African honey bees entered the United States in the early 1990s and have since spread throughout the Southwest and Southeast, including parts of Florida. …”
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  18. 238

    Schur Convexity and Inequalities for a Multivariate Symmetric Function by Ming-Bao Sun, Xin-Ping Li, Sheng-Fang Tang, Zai-Yun Zhang

    Published 2020-01-01
    “…In the article, we provide the Schur, Schur multiplicative, and Schur harmonic convexities properties for the symmetry function Fnx,r=Fnx1,x2,⋯,xn;r=∏1≤i1<i2<⋯<ir≤n ∑j=1r xij/1−xij1/r on 0,1n and find several new analytical inequalities by use of the majorization theory, where x=x1,⋯,xn∈0,1n, r=1,2,⋯,n and i1,i2,⋯,in are positive integers.…”
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  19. 239

    Retirement Years: How Much Money Will I Need? by Josephine Turner, Nayda Torres

    Published 2007-10-01
    “…FCS7151, an 11-page fact sheet by Josephine Turner and Nayda Torres, helps users understand how much money they will need to save for retirement. It lists possible sources of retirement income and includes hands-on worksheets that will help users calculate their specific savings needs and goals. …”
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