To resize, click the resize points on the frame that appear after clicking on the graphic. For example, let’s look at everyone’s favorite three-dimensional surface, the Mathematica Spikey.īy simply clicking and dragging, you can rotate the Spikey. Moreover, since Mathematica receives the underlying vector graphic from Wolfram|Alpha and not simply a bit-mapped image, this means that enlarging a graphic provides greater detail instead of a boxy image. In Mathematica, all graphics can be resized, and three-dimensional graphics can be rotated. You’ll get back the same results as on the website-and more! Using the full power of the Mathematica software, this interface to Wolfram|Alpha allows new levels of interactivity and detail. Now simply type anything that you would type into the Wolfram|Alpha website. Inside a Mathematica notebook document, just type = at the beginning of a line you’ll get an orange Spikey icon indicating that Mathematica is ready to perform a Wolfram|Alpha query. With the new Mathematica 8, you can access the Wolfram|Alpha engine directly from within Mathematica.
There are even private custom versions of Wolfram|Alpha used to analyze confidential corporate data.īut now there’s another interface to Wolfram|Alpha, one which brings with it a whole new set of capabilities: Mathematica. The Wolfram|Alpha API allows programmers to integrate Wolfram|Alpha’s data and computation abilities in their own programs.
Widgets allow users to tap portions of Wolfram|Alpha and bring them into their own webpages.
Mobile apps for Google’s Android and Apple’s iOS make Wolfram|Alpha accessible anywhere. While the website may be the most familiar way to access these technologies, there are many potential uses and interfaces for the Wolfram|Alpha technology. Wolfram|Alpha isn’t just the website it’s a whole range of technologies.
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