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Non commutative analogy-commutative analogue of a certain fact in Differentialdifferential geometry
In the literature, is there a non commutative analogy-commutative analogue of the fact that every Riemannian manifold whose isometricisometry group has sharp dimension must be a constant curvature manifold?
Non commutative analogy of certain fact in Differential geometry
In the literature, is there a non commutative analogy of the fact that every Riemannian manifold whose isometric group has sharp dimension must be a constant curvature manifold?
Non-commutative analogue of a certain fact in differential geometry
In the literature, is there a non-commutative analogue of the fact that every Riemannian manifold whose isometry group has sharp dimension must be a constant curvature manifold?
In the literature, is there a non commutative analogy of the fact that every Riemannian manifold whose isometric group has sharp dimension must be a flatconstant curvature manifold?
In the literature, is there a non commutative analogy of the fact that every Riemannian manifold whose isometric group has sharp dimension must be a flat manifold?
In the literature, is there a non commutative analogy of the fact that every Riemannian manifold whose isometric group has sharp dimension must be a constant curvature manifold?
Non commutative analogy of certain fact in DiffetentialDifferential geometry
In the literaturesliterature, is there a non commutative analogy of the fact that every Riemannian manifold whose isometric group has sharp dimension must be a flat manifold?
Non commutative analogy of certain fact in Diffetential geometry
In the literatures, is there a non commutative analogy of the fact that every Riemannian manifold whose isometric group has sharp dimension must be a flat manifold?
Non commutative analogy of certain fact in Differential geometry
In the literature, is there a non commutative analogy of the fact that every Riemannian manifold whose isometric group has sharp dimension must be a flat manifold?
