Results 171 to 180 of about 63,478 (260)
Asymptotics of quantum 6j$6j$‐symbols and generalized hyperbolic tetrahedra
Journal of Topology, Volume 18, Issue 3, September 2025.Abstract We establish the geometry behind the quantum 6j$6j$‐symbols under only the admissibility conditions as in the definition of the Turaev–Viro invariants of 3‐manifolds. As a classification, we show that the 6‐tuples in the quantum 6j$6j$‐symbols give in a precise way to the dihedral angles of (1) a spherical tetrahedron, (2) a generalized ...
Giulio Belletti, Tian Yang
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Decoding a class of maximum Hermitian rank metric codes
, 2021 Wrya K. Kadir +2 more
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A Hermitian metric on hyperbolic complex manifolds
We describe a method of defining a Hermitian metric on Kobayashi hyperbolic manifolds. The metric is distance decreasing under holomorphic mappings, up to a multiplicative constant. This method is distinct from the classical construction of Wu, and yields a metric which is expected to have superior regularity properties.
Chakrabarti, Debraj, Mahajan, Prachi
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L2 Estimates and Vanishing Theorems for Holomorphic Vector Bundles Equipped with Singular Hermitian Metrics [PDF]
, 2019 Takahiro Inayama
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Lie groups of dimension 4 and almost hypercomplex manifolds with Hermitian-Norden metrics
, 2021 Hristo Manev
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On a natural L2 metric on the space of Hermitian metrics
We investigate the space of Hermitian metrics on a fixed complex vector bundle. This infinite-dimensional space has appeared in the study of Hermitian-Einstein structures, where a special L2-type Riemannian metric is introduced. We compute the metric spray, geodesics and curvature associated to this metric, and show that the exponential map is a ...
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Canonical singular hermitian metrics on relative logcanonical bundles
, 2010 Hajime Tsuji
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Multiplier Hermitian-Einstein metrics on Fano manifolds of KSM-type
, 2022 Yasuhiro Nakagawa, Satoshi Nakamura
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Second-Chern-Einstein metrics on 4-dimensional almost-Hermitian manifolds
, 2022 Giuseppe Bárbaro, Mehdi Lejmi
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