Results 11 to 20 of about 16,187 (262)
Hyperbolic space cosmologies [PDF]
33 pages, 2 figures; v2 refs added; v3 minor change in text, JHEP ...
Chen, Chiang-Mei +4 more
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Hyperbolic spaces in Teichmüller spaces [PDF]
We prove, for any n , that there is a closed connected orientable surface S so that the hyperbolic space \mathbb H^n
Christopher J. Leininger, Saul Schleimer
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Hitting Spheres on Hyperbolic Spaces [PDF]
For a hyperbolic Brownian motion on the Poincaré half-plane $\mathbb{H}^2$, starting from a point of hyperbolic coordinates $z=(η, α)$ inside a hyperbolic disc $U$ of radius $\barη$, we obtain the probability of hitting the boundary $\partial U$ at the point $(\bar η,\bar α)$.
CAMMAROTA, VALENTINA, ORSINGHER, Enzo
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Non-hyperbolic complex space with a hyperbolic normalization [PDF]
We construct an example of a non-hyperbolic singular projective surface X X whose normalization
Zaidenberg, M, Kaliman, Shulim
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Animals use odors in many natural contexts, for example, for finding mates or food, or signaling danger. Most analyses of natural odors search for either the most meaningful components of a natural odor mixture, or they use linear metrics to analyze the ...
Majid Ghaninia +5 more
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Prerequisite Relation Learning for Course Concepts Based on Hyperbolic Deep Representation
With the rapid development of MOOCs, more and more learners participate in online learning to improve their abilities. However, students from different educational backgrounds have different starting points, requirements and foundation.
Lu Liu +6 more
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In this paper, we obtain some characterizations of composition operators Cφ, which are induced by an analytic self-map φ of the unit disk Δ, from hyperbolic Bloch type space βμ∗ into hyperbolic type space QK,p,q∗.
Shuan Tang, Pengcheng Wu
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LaTeX, 22 pages, to appear in Rocky Mountain J ...
Blair, D.E., Davidov, J., Mus˘karov, O.
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Monodromy defects from hyperbolic space
We study monodromy defects in O(N) symmetric scalar field theories in d dimensions. After a Weyl transformation, a monodromy defect may be described by placing the theory on S 1 × H d−1, where H d−1 is the hyperbolic space, and imposing on the ...
Simone Giombi +3 more
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Network embedding is a frontier topic in current network science. The scale-free property of complex networks can emerge as a consequence of the exponential expansion of hyperbolic space.
Zongning Wu, Zengru Di, Ying Fan
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