Results 211 to 220 of about 2,434,368 (257)
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Generalized convex spaces, L-spaces, and FC-spaces
Journal of Global Optimization, 2008zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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2017
The exhibited multi-channel video installation titled "Into This Space" will be referenced throughout this exegesis as I.T.S. I.T.S. seeks to extend the potentialities within the ‘event-scores’ (and the ‘event’) – as originally developed by George Brecht – a terrain that invites ongoing expansion and has been underdeveloped and underexposed in ...
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The exhibited multi-channel video installation titled "Into This Space" will be referenced throughout this exegesis as I.T.S. I.T.S. seeks to extend the potentialities within the ‘event-scores’ (and the ‘event’) – as originally developed by George Brecht – a terrain that invites ongoing expansion and has been underdeveloped and underexposed in ...
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SpaceEd, Space Education for Space Age
AIAA SPACE 2015 Conference and Exposition, 2015We live in the space age where space and astronomy discoveries are rapidly expanding and space-related technologies are becoming part of our daily life. While space education programs mostly address people interested in studying astronomy and space science, the need arises for informing and educating the rest of the society in order to build a space ...
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2015
Sound and space—however one defines these terms—are phenomenologically and ontologically intertwined.
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Sound and space—however one defines these terms—are phenomenologically and ontologically intertwined.
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SPACE AND DEEP SPACE ENVIRONMENT
IFAC Proceedings Volumes, 1990Summary In this paper we describe the various types of environment that a space vehicle may encounter. Space is defined as what is outside the earth. We will start from the atmosphere (troposphere and stratosphere) and make reference to the type of aggresions which planes have to face.
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Journal of Knot Theory and Its Ramifications, 1999
We prove that the rack and quandle spaces of links in 3-manifolds, considered only as topological spaces (disregarding their cubical structure), are closely related to certain subspaces of the loop spaces on the 3-manifold, which we call the vertical and the straight loop space of the link. Using these models we prove that the homotopy type of the non-
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We prove that the rack and quandle spaces of links in 3-manifolds, considered only as topological spaces (disregarding their cubical structure), are closely related to certain subspaces of the loop spaces on the 3-manifold, which we call the vertical and the straight loop space of the link. Using these models we prove that the homotopy type of the non-
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The Space : Space, interior space, greater space, and absolute space (zero)
2023Sumeru Ray +2 more
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Cosmology with the Laser Interferometer Space Antenna
Living Reviews in Relativity, 2023Emanuela Dimastrogiovanni +2 more
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Perovskite Solar Cells for Space Applications: Progress and Challenges
Advanced Materials, 2021Yongguang Tu, Jiang Wu, Xiaoyu Yang
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