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Mashups can be included in reports and assignments to provide a visual representation to describe data and to "demonstrate mastery of a subject". [7] On the internet learners access free development platforms such as Yahoo’s Pipes, Google Mashup Editor, and Microsoft’s Popfly. [8] One example of a student created mashup project is MapSkip.
For example, both OpenStreetMap and WikiMapia allow for the creation of single 'points of interest', as well as linear features and areas. Collaborative mapping and specifically surface sharing faces the same problems as revision control, namely concurrent access issues and versioning. In addition to these problems, collaborative maps must deal ...
A mashup (computer industry jargon), in web development, is a web page or web application that uses content from more than one source to create a single new service displayed in a single graphical interface. For example, a user could combine the addresses and photographs of their library branches with a Google map to create a map mashup. [1]
Book mashups, combining multiple books, received attention in 2009 with Seth Grahame-Smith's Pride and Prejudice and Zombies. The OpenStreetMap project creates a free editable map of the world, [39] with over two million registered users who collect data using manual surveys, GPS devices, aerial photography, and other free sources. [40]
A tiled web map, slippy map [1] (in OpenStreetMap terminology) or tile map is a map displayed in a web browser by seamlessly joining dozens of individually requested image or vector data files. It is the most popular way to display and navigate maps, replacing other methods such as Web Map Service (WMS) which typically display a single large ...
Mashup may refer to: Mashup (culture), the rearrangement of spliced parts of musical pieces as part of a subculture; Mashup (education), combining various forms of data and media by a teacher or student in an instructional setting; Mashup (music), a song or composition created by blending two or more pre-recorded songs
Chaotic maps and iterated functions often generate fractals. Some fractals are studied as objects themselves, as sets rather than in terms of the maps that generate them. This is often because there are several different iterative procedures that generate the same fractal.
Given a map :, the mapping cylinder is a space , together with a cofibration ~: and a surjective homotopy equivalence (indeed, Y is a deformation retract of ), such that the composition equals f. Thus the space Y gets replaced with a homotopy equivalent space M f {\displaystyle M_{f}} , and the map f with a lifted map f ~ {\displaystyle {\tilde ...