Introduction to Warped Space
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This construction is dual to the geometry of a warped space with two or more throats glued at a common brane, allowing for calculability.
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We then estimate dense flow in this warped space using a self-supervised neural network, which provides the height of all points in the scene.
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As the literature states, similarities between how masses move under warped spacetime and under a bent trampoline are only qualitative.
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We then estimate dense flow in this warped space using a self-supervised neural network, which provides the height of all points in the scene.
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$SO(5) \times U(1) \times SU(3)$ gauge-Higgs unification model inspired by $SO(11)$ gauge-Higgs grand unification is constructed in the Randall-Sundrum warped space.
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Studying the null geodesic equations in warped spacetimes bounded by static 3-branes, we discuss possible relations of particles following the geodesics with the gravitational waves detected recently.
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Albert Einstein in 1938 demonstrated that gravity depends from the geometry of a warped space-time, caused by the presence of matter.
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