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Journal of the London Mathematical Society
Generalizing the polynomial web category, we introduce a diagrammatic k$\mathbb {k}$ ‐linear monoidal category, the affine web category, for any commutative ring k$\mathbb {k}$ .
Linliang Song, Weiqiang Wang
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Generalizing the polynomial web category, we introduce a diagrammatic k$\mathbb {k}$ ‐linear monoidal category, the affine web category, for any commutative ring k$\mathbb {k}$ .
Linliang Song, Weiqiang Wang
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On the tangent bundle and on the bundle of the linear frames over an affinely connected manifold
1988Let M be a connected manifold with a symmetric and complete connection \(\nabla\). Here the authors study the manifolds T(M) and L(M) with respect to the complete lifts of \(\nabla\), giving also some relations between the complete and the vertical lifts of several geometric objects to L(M) and to T(M).
FALCITELLI, Maria, PASTORE, Anna Maria
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Affine connections on 3-Sasakian and manifolds
Mathematische Zeitschrift, 2020C. Draper, M. Ortega, F. Palomo
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Итоги науки и техники Серия «Современная математика и ее приложения Тематические обзоры», 2023
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Planar Spaces with Projective Connections
Journal of Mathematical Sciences, 2023Y. Shevchenko, E. Skrydlova
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Projective and affine connections on S1 and integrable systems
, 2003P. Guha
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Colesanti type inequalities for affine connections
Analysis and Mathematical Physics, 2023Guangyue Huang, Bingqing Ma
exaly
Generalized Affine Connections Associated with the Space of Centered Planes
Mathematics, 2021Olga Belova
exaly
On the lifting problems and their connections with piecewise affine control law design
European Control Conference, 2014N. Nguyen +4 more
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