Complex almost contact metric structures on complex hypersurfaces in hyperkahler manifolds
In this paper, we construct complex metric structures on complex hypersurfaces in hyperkahler manifolds. This construction is that in contact geometry.
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Progress and Bottlenecks for Deep Learning in Computational Structure Biology: CASP Round XVI. [PDF]
Kryshtafovych A +4 more
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Bridges between the 3-dimensional elementary almost contact metric structures
UDC 515.1 We construct all possible bridges between the three-dimensional elementary almost contact metric structures. Accordingly, starting from any structure of any class, we can construct an unlimited number of structures of any other class. Specific examples are presented.
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Quasi Sasakian manifold endowed with vanishing pseudo quasi conformal curvature tensor. [PDF]
AlHusseini FH, Abood HM.
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Membrane Separation Techniques: Advances, Challenges, and Future Avenues. [PDF]
Ho CD.
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Some transformations on manifolds with almost contact and contact metric structures, I
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prismPYP: Power-spectrum and image domain learning for self-supervised micrograph evaluation. [PDF]
He L, Bartesaghi A.
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Efficient global accuracy estimation for protein complex structural models using multi-view representation learning. [PDF]
Liu D +7 more
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Fibred spaces with almost hermitian metrics whose base spaces admit almost contact metric structures
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