*PM : scaling of the open ball in a normed vector space, id = 7458-- WP guess : scaling of the open ball in a normed vector space-- Status:
22.
For example, the region of convergence of a power series is not necessarily an open ball; these regions are Reinhardt domains, the simplest example of which is a polydisk.
23.
*PM : scaling of the open ball in a normed vector space, id = 7458-- WP guess : scaling of the open ball in a normed vector space-- Status:
24.
Although the usual base of open balls is not countable, one can restrict to the set of all open balls with rational radii and whose centers have rational coordinates.
25.
In other words, let be the maximal dimension of the open balls contained in the image of; then a point is critical if all minors of rank of are zero.
26.
Where \ ominus and \ circ are the morphological opening, respectively, \ rho B is an open ball of radius \ rho, and \ overline B is the closure of B.
27.
On the open ball of this radius, the exponential map at " p " is a diffeomorphism from the tangent space to the manifold, and this is the largest such radius.
28.
This shows that there are \ scriptstyle k disjoint unit open balls in a ball of radius \ scriptstyle r if and only if \ scriptstyle r \ geq r _ k.
29.
Shenhua and Tero Sasana battled for 89 minutes before a home crowd in Shanghai until Li found an open ball and beat the Thai keeper to slide the goal into an open net.
30.
In a 3-dimensional polyhedral space without a boundary ( faces not glued to other faces ) any point has a neighborhood homeomorphic either to an open ball or to a cone over the projective plane.
