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The geometry of weakly-Einstein manifolds
The geometry of Einstein manifiolds is a well studied topic in differential geometry. Einstein metrics appear in the analysis of critical metrics for some Riemannian functionals. They add strong conditions on the manifold, so it is a natural question trying to weaken this condition.
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Light–pulse atom interferometry with ultra‐cold quantum gases is proposed and numerically benchmarked as a competitive platform to test the modulo‐square hypothesis of Born's rule. The interferometric protocol utilizes a combination of double Bragg and single Raman diffraction pulses to induce multipath interference in Bose–Einstein condensates and ...
Simon Kanthak+3 more
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Rigidity of Einstein manifolds of nonpositive curvature
Man Chun Leung
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Kähler-Einstein manifolds of positive scalar curvature [PDF]
Gang Tian
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Einstein Metrics Adapted to Contact Structures on 3-Manifolds
Brendan Guilfoyle
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Minimal Lagrangian tori in Kahler Einstein manifolds
Edward Goldstein
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The Quantum Relative Entropy of the Schwarzschild Black Hole and the Area Law. [PDF]
Bianconi G.
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Broadly-Pluriminimal Submanifolds of Kaehler-Einstein Manifolds
Isabel M. C. Salavessa, Giorgio Valli
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