Santiago and Swiss Mathematicians Solve an Open Riddle Since 1965 and Find New Einstein Geometries
4 Articles
4 Articles
In the odd dimensions, Wolfgang Ziller found a second geometry in the eighties, but the even dimensions resisted completely.
Two mathematicians linked to Galicia, Alberto Rodríguez Vázquez and Gonzalo Cao Labora, have solved an open question about Einstein’s geometries since 1965. A geometrical enigma opened since 1965 An egg and a sphere serve to understand the finding. A perfect sphere behaves the same way you look; an egg, no. That intuitive difference moved to one of the fundamental spaces of modern geometry. The authors built new unhomogeneous Einstein geometries…
Two researchers have just built the first nonhomogeneous 'Einstein geometry' on one of the most fundamental mathematical spaces, complex projective spaces. ...
Dous researchers have just built as primeiras ‘xeometrys of Einstein’s non homoxenea on a two most fundamental spaces of mathematics, os spaceos proxectivees complexos Or artigo Matematicas of Santiago and Lausanne solve a problem of xeometry aberto dende hai 60 anos publicuse primeiro en GCiencia.
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