Showing 21 - 40 results of 46 for search 'Family Compact', query time: 0.05s Refine Results
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    Co-convexial reflector curves with applications by Abdallah M. Al-Rashed, Neyamat Zaheer

    Published 1987-01-01
    “…The concept of reflector curves for convex compact sets of reflecting type in the complex plane was introduced by the authors in a recent paper (to appear in J. …”
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    Article
  4. 24

    Energy Efficient Homes: Fluorescent Lighting by Hyun-Jeong Lee, Kathleen C. Ruppert, Wendell A. Porter

    Published 2008-07-01
    “…FCS3270/FY1031: Energy Efficient Homes: Compact Fluorescent Lamps (ufl.edu) …”
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    Article
  5. 25

    Energy Efficient Homes: Fluorescent Lighting by Hyun-Jeong Lee, Kathleen C. Ruppert, Wendell A. Porter

    Published 2008-07-01
    “…FCS3270/FY1031: Energy Efficient Homes: Compact Fluorescent Lamps (ufl.edu) …”
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    Article
  6. 26

    Generalised Dirac-Schrödinger operators and the Callias Theorem by Koen van den Dungen

    Published 2025-01-01
    “…Our main result in this paper is a generalisation of the Callias Theorem: the index of the Dirac-Schrödinger operator can be computed on a suitable compact hypersurface. Our theorem simultaneously generalises (and is inspired by) the well-known result that the spectral flow of a path of relatively compact perturbations depends only on the endpoints.…”
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  7. 27

    Another closure operator on preneighbourhood spaces by Partha Ghosh

    Published 2025-01-01
    “…The notions of dense, proper, separated or perfect morphisms and hence of compact, Hausdorff or compact Hausdorff are all consequent to good properties of a family of closed morphisms is well known in literature. …”
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    Article
  8. 28

    A construction of Shatz strata in the polystable $ G_2 $-bundles moduli space using Hecke curves by Álvaro Antón-Sancho

    Published 2024-11-01
    “…Let $ X $ be a compact Riemann surface of genus $ g\geq 2 $ and $ M(G_2) $ be the moduli space of polystable principal $ G_2 $-bundles over $ X $. …”
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  9. 29

    Uniform Attractors for Nonclassical Diffusion Equations with Memory by Yongqin Xie, Yanan Li, Ye Zeng

    Published 2016-01-01
    “…We introduce a new method (or technique), asymptotic contractive method, to verify uniform asymptotic compactness of a family of processes. After that, the existence and the structure of a compact uniform attractor for the nonautonomous nonclassical diffusion equation with fading memory are proved under the following conditions: the nonlinearity f satisfies the polynomial growth of arbitrary order and the time-dependent forcing term g is only translation-bounded in Lloc2(R;L2(Ω)).…”
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  10. 30

    Some Intersections of the Weighted -Spaces by F. Abtahi, H. G. Amini, H. A. Lotfi, A. Rejali

    Published 2013-01-01
    “…Let be a locally compact group an arbitrary family of the weight functions on and . …”
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    Article
  11. 31

    Fractalization of Fractional Integral and Composition of Fractal Splines by Gowrisankar Arulprakash

    Published 2023-12-01
    “…The present study perturbs the fractional integral of a continuous function $f$ defined on a real compact interval, say $(\mathcal{I}^vf)$ using a family of fractal functions $(\mathcal{I}^vf)^\alpha$ based on the scaling parameter $\alpha$. …”
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  12. 32

    Special Kähler geometry and holomorphic Lagrangian fibrations by Li, Yang, Tosatti, Valentino

    Published 2024-06-01
    “…Given a holomorphic Lagrangian fibration of a compact hyperkähler manifold, we use the differential geometry of the special Kähler metric that exists on the base away from the discriminant locus, and show that the pullback of the tangent bundle of the base to the total space of a family of minimal rational curves admits a parallel splitting. …”
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  13. 33

    Positive operators and approximation in function spaces on completely regular spaces by Francesco Altomare, Sabrina Diomede

    Published 2003-01-01
    “…Finally, a natural extension of the so-called Bernstein-Schnabl operators for convex (not necessarily compact) subsets of a locally convex space is presented as well.…”
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  14. 34

    The Existence of Weak D-Pullback Exponential Attractor for Nonautonomous Dynamical System by Yongjun Li, Xiaona Wei, Yanhong Zhang

    Published 2016-01-01
    “…First, for a process U(t,τ)∣t≥τ, we introduce a new concept, called the weak D-pullback exponential attractor, which is a family of sets M(t)∣t≤T, for any T∈R, satisfying the following: (i) M(t) is compact, (ii) M(t) is positively invariant, that is, U(t,τ)M(τ)⊂M(t), and (iii) there exist k,l>0 such that dist(U(t,τ)B(τ),M(t))≤ke-(t-τ); that is, M(t) pullback exponential attracts B(τ). …”
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    Tatars in the Grand Duchy of Lithuania in the 14th–16th Centuries by Yaroslav Pylypchuk

    Published 2023-10-01
    “…Representatives of this family went on diplomatic missions to the Big Horde. …”
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    The Fixed Point Property in c0 with an Equivalent Norm by Berta Gamboa de Buen, Fernando Núñez-Medina

    Published 2011-01-01
    “…Then we define a family of sequences which are asymptotically isometric to different bases equivalent to the summing basis in the space (c0,‖⋅‖D), and we give some of its properties. …”
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  17. 37

    Optimal Estimators for Threshold-Based Quality Measures by Aaron Abrams, Sandy Ganzell, Henry Landau, Zeph Landau, James Pommersheim, Eric Zaslow

    Published 2010-01-01
    “…We provide optimal estimators for several families of distributions on ℝ. We prove that for distributions on a compact space, there is always an optimal estimator that is translation invariant, and we conjecture that this conclusion also holds for any distribution on ℝ. …”
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    Progress and prospect of flexible MXene‐based energy storage by Hongxin Yuan, Jianxin Hua, Wei Wei, Miao Zhang, Yue Hao, Jingjing Chang

    Published 2025-01-01
    “…In response, scientists are developing compact, flexible, and foldable energy devices to overcome these challenges. …”
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    Large Function Algebras with Certain Topological Properties by Artur Bartoszewicz, Szymon Głąb

    Published 2015-01-01
    “…Let F be a family of continuous functions defined on a compact interval. …”
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