The study of Ricci flow and the stability of Einstein manifolds is a significant area in differential geometry, focusing on the behavior of geometric structures under certain transformations.

It involves the study of various types of manifolds, which are mathematical structures that generalize the notion of curves and surfaces to higher dimensions. Among these, Einstein manifolds play ...

Scientists have developed 'entanglement microscopy,' a technique that maps quantum entanglement at a microscopic level. By ...

The Broad Institute of MIT and Harvard is partnering with Manifold to bring a unique life science research and development platform to investigators around the world. Healthcare data have become ...

Residents at Temple University Hospital, and Einstein Healthcare Network, which is now part of Jefferson Health, voted overwhelmingly to form a union with the Committee of Interns and Residents ...

The Budget must deliver a boost to consumption, must increase capex and at the same time provide incentives to the corporate sector to invest. The stimulus to consumption should be provided by tax cut ...

ABSTRACT: This work proposes quantum circuit complexity—the minimal number of elementary operations needed to implement a quantum transformation—be established as a legitimate physical observable. We ...

Specifically, structural gradients gradually contract in low-dimensional space as networks become more integrated, whilst the functional manifold expands, indexing functional specialisation. The ...

Department of Physics, University of Rochester, Rochester, New York 14627, United States Department of Chemistry, University of Rochester, Rochester, New York 14627, United States Institute of Optics, ...

1 Niels Bohr International Academy, Niels Bohr Institute, Copenhagen, Denmark 2 Institute for Physical Science and Technology, University of Maryland, College Park, MD, United States Oscillations of ...