Results 41 to 50 of about 1,206,650 (354)
Film-Philosophy, 2023 This article interprets David Lynch's Mulholland Drive (2001) to argue for the morphological influence cinematic images have on modernity's monstrous identity.
James Dutton
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Brief communication: Evaluation of the near-surface climate in ERA5 over the Greenland Ice Sheet [PDF]
The Cryosphere, 2020 The ERA5 reanalysis, recently made available by the European Centre for Medium-Range Weather Forecasts (ECMWF), is a new reanalysis product at a high resolution replacing ERA-Interim and is considered to provide the best climate reanalysis over Greenland
A. Delhasse +7 more
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Music of the Spheres in Akbarian Sufism
Religions, 2022 As per tradition, no human could hear the music of the spheres save for Pythagoras. Ibn ʿArabī, however, claimed he heard this music each time he prayed sincerely.
Dunja Rašić
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Farrell-Jones spheres and inertia groups of complex projective spaces [PDF]
Forum Mathematicum, Vol. 27 (2015), No. 5, pp. 3005-3015, 2015 We introduce and study a new class of homotopy spheres called Farrell-Jones spheres. Using Farrell-Jones sphere we construct examples of closed negatively curved manifolds $M^{2n}$, where $n=7$ or $8$, which are homeomorphic but not diffeomorphic to complex hyperbolic manifolds, thereby giving a partial answer to a question raised by C.S.
arxiv +1 more source
Serbian Astronomical Journal, 2020 I review the origins and development of the idea of Dyson spheres, their purpose, their engineering, and their detectability. I explicate the ways in which the popular imagining of them as monolithic objects would make them dynamically unstable under gravity and radiation pressure, and mechanically unstable to buckling.
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Willmore spheres in the $3$-sphere revisited
Communications in Analysis and Geometry, 2023 3 ...
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, 2009 We study polynomial deformations of the fuzzy sphere, specifically given by the cubic or the Higgs algebra. We derive the Higgs algebra by quantizing the Poisson structure on a surface in $\mathbb{R}^3$.
Govindarajan, T. R. +2 more
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The Embedding of Two-Spheres in the Four-Sphere [PDF]
Transactions of the American Mathematical Society, 1961 We consider the question of reducing the homeomorphism problem for pairs of topological spaces to the homeomorphism problem for single spaces. Of particular interest is the strength of the invariant X-A of the pair (X, A). In the first chapter we discuss the problem in its general setting. In the second chapter we consider the embedding of n-spheres in
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, 2005 We study invariant contact p-spheres on principal circle-bundles and solve the corresponding existence problem in dimension 3. Moreover, we show that contact p-spheres can only exist on (4n-1)-dimensional manifolds and we construct examples of contact p ...
Zessin, Mathias
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Examples of Non-Conformal Submersions from Spheres with Umbilical Fibers
Demonstratio Mathematica, 2014 We directly prove that the foliation of the sphere S2n+1, the leaves of which are intersections of all complex linear 2-dimensional subspaces of ℂn+1 translated by a constant vector p, defines a submersion that is horizontally conformal if and only if p ...
Zawadzki Tomasz
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