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Author

Gil Bor

Observed name: Bor, Gil
ORCID: 0000-0002-5525-0707
Observed ORCID: 0000-0002-5525-0707
OpenAlex ID: A5044344981
$G_2$ and the rolling distribution
2009 · Gil Bor, Richard Montgomery · L’Enseignement Mathématique · 45
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Yang-Mills fields which are not self-dual
1992 · Gil Bor · Communications in Mathematical Physics · 35
Tire Tracks and Integrable Curve Evolution
2018 · Gil Bor, Mark Levi, et al. · International Mathematics Research Notices · 33
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The dancing metric, ${G}_2$-symmetry and projective rolling
2017 · Gil Bor, Luis Hernández Lamoneda, et al. · Transactions of the American Mathematical Society · 23
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Bicycle paths, elasticae and sub-Riemannian geometry
2021 · Andrei Ardentov, Gil Bor, et al. · Nonlinearity · 16
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Orthogonal almost-complex structures of minimal energy
2007 · Gil Bor, Luis Hernández-Lamoneda, et al. · Geometriae Dedicata · 13
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The canonical bundle of a hermitian manifold
1999 · Gil Bor, Luis Hernández Lamoneda · Boletín de la Sociedad Matemática Mexicana · 13
Variations on the Tait–Kneser Theorem
2021 · Gil Bor, Connor Jackman, et al. · The Mathematical Intelligencer · 12
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Bochner formulae for orthogonal G-structures on compact manifolds
2001 · Gil Bor, Luis Hernández Lamoneda · Differential Geometry and its Applications · 12
On the isometric conjecture of Banach
2021 · Gil Bor, Luis Hernández Lamoneda, et al. · Geometry & Topology · 10
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Left-invariant CR structures on 3-dimensional Lie groups
2021 · Gil Bor, Howard Jacobowitz · Complex Analysis and its Synergies · 7
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Self-Bäcklund curves in centroaffine geometry and Lamé’s equation
2022 · Misha Bialy, Gil Bor, et al. · Communications of the American Mathematical Society · 6
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Para-Kähler-Einstein 4-manifolds and non-integrable twistor distributions
2022 · Gil Bor, Omid Makhmali, et al. · Geometriae Dedicata · 6
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Symmetric instantons and the ADHM construction
1997 · Gil Bor, Jan Segert · Communications in Mathematical Physics · 5
A Bochner formula for almost-quaternionic-Hermitian structures
2004 · Gil Bor, Luis Hernández Lamoneda · Differential Geometry and its Applications · 4
Cusps of caustics by reflection in ellipses
2024 · Gil Bor, Mark Spivakovsky, et al. · Journal of the London Mathematical Society · 3
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Chains of path geometries on surfaces: theory and examples
2024 · Gil Bor, Travis Willse · Israel Journal of Mathematics · 3
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On Cusps of Caustics by Reflection: Billiard Variations on the Four Vertex Theorem and on Jacobi’s Last Geometric Statement
2023 · Gil Bor, Serge Tabachnikov · American Mathematical Monthly · 3
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Revisiting Kepler: New Symmetries of an Old Problem
2022 · Gil Bor, Connor Jackman · Arnold Mathematical Journal · 3
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Bicycling geodesics are Kirchhoff rods
2023 · Gil Bor, Connor Jackman, et al. · Nonlinearity · 2
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Hill’s equation, tire tracks and rolling cones
2020 · Gil Bor, Mark Levi · Nonlinearity · 2
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Dancing polygons, rolling balls and the Cartan-Engel distribution
2023 · Bor, Gil, Lamoneda, Luis Hernández · arXiv (Cornell University)
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Untitled
2022 · Bialy, Misha, Bor, Gil, et al. · Communications of the American Mathematical Society
Matrix composition via Rolling Cones
2019 · Gil Bor, Mark Levi · arXiv (Cornell University)
Works count: 28
Citation count: 256
H-index: 10
I10-index: 10
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