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Edge computing is a distributed computing model that brings computation and data storage closer to the sources of data. More broadly, it refers to any design that pushes computation physically closer to a user, so as to reduce the latency compared to when an application runs on a centralized data centre. [1]
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HTTPS Everywhere was inspired by Google's increased use of HTTPS [8] and is designed to force the usage of HTTPS automatically whenever possible. [9] The code, in part, is based on NoScript's HTTP Strict Transport Security implementation, but HTTPS Everywhere is intended to be simpler to use than No Script's forced HTTPS functionality which requires the user to manually add websites to a list. [4]
[1] In 2017, Mozilla enacted major changes to the application programming interface (API) for extensions in Firefox, replacing the long-standing XUL and XPCOM APIs with the WebExtensions API that is modeled after Google Chrome's API. [2] [3] [4] Thus add-ons that remain compatible with Firefox are now largely compatible with Chrome as well. [5]
COLLADA (for 'collaborative design activity') is an interchange file format for interactive 3D applications. It is managed by the nonprofit technology consortium, the Khronos Group, and has been adopted by ISO as a publicly available specification, ISO/PAS 17506.
The edge direction angle is rounded to one of four angles representing vertical, horizontal, and the two diagonals (0°, 45°, 90°, and 135°). An edge direction falling in each color region will be set to a specific angle value, for instance, θ in [0°, 22.5°] or [157.5°, 180°] maps to 0°.
360 Secure Browser (360 Security Browser) or 360 Safe Browser [8] (Chinese: 360安全浏览器) is a web browser developed by the Qihoo company of Beijing, China. [9] [10] Version 1.0 was released in July 2008 (first non-beta release; first beta in changelog is from April).
[5] [6] A generalization takes as input any set T of evenly many vertices, and must produce as output a minimum-weight edge set in the graph whose odd-degree vertices are precisely those of T. This output is called a T-join. This problem, the T-join problem, is also solvable in polynomial time by the same approach that solves the postman problem.