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The Chelsea neighbourhood of Manhattan in New York City. A neighbourhood (Commonwealth English) or neighborhood (American English) is a geographically localized community within a larger city, town, suburb or rural area, sometimes consisting of a single street and the buildings lining it.
In topology and related areas of mathematics, a neighbourhood (or neighborhood) is one of the basic concepts in a topological space. It is closely related to the concepts of open set and interior . Intuitively speaking, a neighbourhood of a point is a set of points containing that point where one can move some amount in any direction away from ...
Name of the neighborhood Limits south to north and east to west Upper Manhattan: Above 96th Street Marble Hill MN01 [a]: The neighborhood is located across the Harlem River from Manhattan Island and has been connected to The Bronx and the rest of the North American mainland since 1914, when the former course of the Spuyten Duyvil Creek was filled in. [2]
A neighbourhood (also spelled neighborhood) is a geographically localised community within a larger city, town, suburb or rural area. Neighbo ( u ) rhood ( s ) may also refer to: Mathematics
Neighborhood planning is a form of urban planning through which professional urban planners and communities seek to shape new and existing neighborhoods. It can denote the process of creating a physical neighborhood plan, for example via participatory planning , or an ongoing process through which neighborhood affairs are decided.
This is a list of notable districts and neighborhoods within the city of Los Angeles in the U.S. state of California, present and past.It includes residential and commercial industrial areas, historic preservation zones, and business-improvement districts, but does not include sales subdivisions, tract names, homeowners associations, and informal names for areas.
A neighbourhood basis or local basis (or neighbourhood base or local base) for a point is a filter base of the neighbourhood filter; this means that it is a subset such that for all (), there exists some such that . [3] That is, for any neighbourhood we can find a neighbourhood in the neighbourhood basis that is contained in .
The neighbourhood of a vertex v in a graph G is the subgraph of G induced by all vertices adjacent to v, i.e., the graph composed of the vertices adjacent to v and all edges connecting vertices adjacent to v. The neighbourhood is often denoted or (when the graph is unambiguous) . The same neighbourhood notation may also be used ...