Andere Kunden interessierten sich auch für
![Product Metric]( "Product Metric")
Product Metric29,99 €![Kulkarni Nomizu Product]( "Kulkarni Nomizu Product")
Kulkarni Nomizu Product25,99 €![Dot Product]( "Dot Product")
Dot Product32,99 €![From Point Clouds To Tensor Product B-Spline Surfaces]( "From Point Clouds To Tensor Product B-Spline Surfaces")
From Point Clouds To Tensor Product B-Spline Surfaces32,99 €![Product Development Based on Green QFD]( "Product Development Based on Green QFD")
Product Development Based on Green QFD23,99 €![Immersions in Warped Product Spaces]( "Immersions in Warped Product Spaces")
Immersions in Warped Product Spaces41,99 €![(3+3+2) Warped-Like Product Manifolds With Spin(7) Holonomy]( "(3+3+2) Warped-Like Product Manifolds With Spin(7) Holonomy")
(3+3+2) Warped-Like Product Manifolds With Spin(7) Holonomy32,99 €
Please note that the content of this book primarily consists of articles available from Wikipedia or other free sources online. In mathematics, the Gromov product is a concept in the theory of metric spaces named after the mathematician Mikhail Gromov. Intuitively, the Gromov product measures the distance for which two geodesics starting at the same point remain "close together". The Gromov product can also be used to define -hyperbolic metric spaces in the sense of Gromov. The Gromov product is symmetric: (y, z)x = (z, y)x.