A topological map is a type of map that portrays the spatial relationship of features without regard to their actual geographic location. It focus on the connections and relationships between different elements such as roads, rivers, and boundaries, rather than their exact positions. Topological maps are often used for network analysis, routing, and spatial analysis in GIS.
The future tense for "map" is "will map." For example, "I will map out the route before we leave."
The TITLE and LEGEND tell what kind of map it is, the projection used, and the scale, and gives explanations of the markings and symbols used on the map.
A small map inset in the corner of a large map is typically called a "locator map" or "overview map." It provides a broader view of the area shown on the main map to help users understand its relative location.
One compound noun with "map" is "roadmap," which refers to a plan or strategy for achieving a goal. Another example is "treasure map," which is a map showing the location of buried treasure.
A road network map or a street map.
topological
A generalized map represents and allows one to handle subdivided objects. This definition applies to mathematics an refers to a topological model.
A generalized map represents and allows one to handle subdivided objects. This definition applies to mathematics an refers to a topological model.
Maria Fragoulopoulou has written: 'Topological algebras with involution' -- subject(s): Topological algebras 'An introduction of the representation theory of topological *-algebras' -- subject(s): Topological algebras, Representations of algebras
R. Lowen has written: 'On the existence of natural non-topological, fuzzy topological spaces' -- subject(s): Topological spaces, Fuzzy sets
Eduard Cech has written: 'Point sets' -- subject(s): Set theory, Topological spaces 'Topological spaces' -- subject(s): Topological spaces
yes
Bruno Gruber has written: 'Topological groups and global properties' -- subject(s): Topological groups
L. S. Pontriagin has written: 'Topological groups' -- subject(s): Topological groups
V. K Balachandran has written: 'Topological algebras' -- subject(s): Topological algebras
A map of Guyana can be either political or physical. A political map focuses on boundaries, cities, and governmental units, while a physical map emphasizes the natural features of the country like mountains, rivers, and deserts.
Philip J. Higgins has written: 'An introduction to topological groups' -- subject(s): Topological groups