Support has also been added in both Mathematica and the Wolfram Language for Euclidian geometry. The new release lets you do this, including specifying voids (the 3D analog of holes). Polyhedra are more complicated to work with than polygons: in addition to giving the vertices, you have to say how these vertices form faces. The ability to compute with polyhedra has also been added. Polygon handling has been expanded in the new release with the addition of the ability to specify holes in polygons to handle cases such as countries that completely surround other countries, such as South Africa and Lesotho. It’s always been possible to write Wolfram Language code to make plots in the complex plane, but this release automates the process to remove the need for writing code for plotting functions in the complex plane. One of the improvements to the new Mathematica is better support for creating complex plots. In 12.0, perhaps half of our new functions can be thought of as finishing areas that were started in previous “.1” releases-while half begin new areas. But in every release we also want to deliver the latest results of our R&D efforts. In an “integer release” like 12, our goal is to provide fully-filled-out new areas of functionality. Altogether there are 278 completely new functions, in perhaps 103 areas, together with thousands of different updates across the system. It’s a big jump from Version 11.3 to Version 12.0.
It couples the Mathematica engine to automate symbolic processing in ways that are quite powerful, though most of the power comes from the Mathematica engine. The Wolfram language is also available for writing code as a separate entity.
Mathematica is an application for doing math with a complete programming language embedded within it. We highlight just a few of the many improvements and additions. Release 12 offers improvements in support for chemistry, geometry, numerical uncertainty and database integration. There are new versions of Wolfram language and Mathematica. Major New Release of Wolfram Language and Mathematica
0 kommentar(er)
