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Quantum Riemannian Geometry [2020]

1
Differentials on an Algebra
2
Hopf Algebras and Their Bicovariant Calculi
3
Vector Bundles and Connections
4
Curvature, Cohomology and Sheaves
5
Quantum Principal Bundles and Framings
6
Vector Fields and Differential Operators
7
Quantum Complex Structures
8
Quantum Riemannian Structures
9
Quantum Spacetime
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