Showing 101 - 120 results of 19,098 for search '"space"', query time: 0.06s Refine Results
  1. 101

    The Problem of Hybridity by Speculative Space

    Published 2024-12-01
    “…Drawing from a range of different disciplines and hybrid forms of research, including artistic research, design, philosophy, and various types of embodied practice, the team members of Spec Space, the Laboratory for Speculative Design Research at Hamburg University of Applied Sciences (HAW), attempted to perform this inter- and trans-disciplinarity on the stage of the Performance Philosophy conference in Helsinki. …”
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  2. 102
  3. 103

    Common Fixed Points for Maps on Topological Vector Space Valued Cone Metric Spaces by Ismat Beg, Akbar Azam, Muhammad Arshad

    Published 2009-01-01
    “…We introduced a notion of topological vector space valued cone metric space and obtained some common fixed point results. …”
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  4. 104

    Composition Operators from the Weighted Bergman Space to the 𝑛th Weighted Spaces on the Unit Disc by Stevo Stević

    Published 2009-01-01
    “…The boundedness of the composition operator from the weighted Bergman space to the recently introduced by the author, the 𝑛th weighted space on the unit disc, is characterized. …”
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  5. 105
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  9. 109

    Co-creation of Activity Spaces in an amateur dance group: interactional construction of the Teaching Space by Naomi Smart, Beatrice Szczepek Reed

    Published 2025-01-01
    “…This paper explores the co-construction of ‘Activity Spaces’ within weekly rehearsals of an amateur, mixed-level dance company. …”
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  10. 110

    Composition Operators from the Hardy Space to the Zygmund-Type Space on the Upper Half-Plane by Stevo Stević

    Published 2009-01-01
    “…Here we introduce the nth weighted space on the upper half-plane Π+={z∈ℂ:Im z>0} in the complex plane ℂ. …”
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  11. 111
  12. 112

    From Domestic Setting to Display Space: The Evolution of the Foster Associates’ Work Spaces and Methodology by Gabriel Hernández

    Published 2020-12-01
    “…This article explores how the studio’s spatial configuration, in its many iterations from the beginning of the 1960s to the early 1980s, has enhanced innovation, team interactions and individual contributions.The practice’s distinctive design philosophy has been mirrored in the many workspaces that have housed the practice, from its domestic setting in London’s Hampstead Hill Gardens, to its current main office space in Battersea. In this progression, the Fitzroy Street studio, where Foster Associates operated for almost a decade (1972-1981), is the best example of how a series of design concepts influenced teamwork and produced the successful merging of a ’showroom office’ and a ’mock-up office’. …”
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  13. 113
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    Existence of Solution of Space–Time Fractional Diffusion-Wave Equation in Weighted Sobolev Space by Kangqun Zhang

    Published 2020-01-01
    “…In this paper, we consider Cauchy problem of space-time fractional diffusion-wave equation. Applying Laplace transform and Fourier transform, we establish the existence of solution in terms of Mittag-Leffler function and prove its uniqueness in weighted Sobolev space by use of Mikhlin multiplier theorem. …”
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  15. 115

    Translation and global spaces of power

    Published 2019
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  16. 116

    Pleomorphic Adenomas of the Parapharyngeal Space by İstemihan Akın, Tuğba Karagöz, Murad Mutlu, Mehmet Şahan, Evrim Önder

    Published 2014-01-01
    “…Background. Parapharyngeal space is one of potential facial planes for neoplasms and infections and represents less than 1% of all head and neck tumours. …”
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  17. 117
  18. 118

    The (𝐷) Property in Banach Spaces by Danyal Soybaş

    Published 2012-01-01
    “…A Banach space 𝐸 is said to have (D) property if every bounded linear operator 𝑇∶𝐹→𝐸∗ is weakly compact for every Banach space 𝐹 whose dual does not contain an isomorphic copy of 𝑙∞. …”
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  19. 119
  20. 120

    Enumerating Matroids and Linear Spaces by Kwan, Matthew, Sah, Ashwin, Sawhney, Mehtaab

    Published 2023-02-01
    “…We show that the number of linear spaces on a set of $n$ points and the number of rank-3 matroids on a ground set of size $n$ are both of the form $(cn+o(n))^{n^2/6}$, where $c=e^{\sqrt{3}/2-3}(1+\sqrt{3})/2$. …”
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