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Recreational Computation

Computation & Analysis

Animating Surfaces in the Wolfram Language Bringing Geometric Design to Life

Around the beginning of the first COVID-19-related lockdown in Austria, I was confronted with the problem of keeping my motivation up. From 2012–2016, my main tool for creating several Wolfram Demonstrations in 3D was Mathematica. Now, in addition to the Wolfram Language, Blender offered the possibility for physically based rendering (PBR) and high dynamic range (HDR) lighting and rendering. So I decided to go forward with 4K videos from animations done in Blender.
Guenther Gsaller, Guest Author
Computation & Analysis

Computational Art: 2022 Wolfram Language Winners

The Wolfram Language is incredibly versatile, and while it is most closely associated with mathematics, it has powerful features in a range of areas. As a challenge to our users on Wolfram Community, the 2022 Wolfram Computational Art Contest prompted participants to use Wolfram technology to flex their creativity to generate art.
Eryn Gillam, Precollege Educational Programs Coordinator, Outreach & Communications
Education & Academic

Liberal Arts, Meet Computation A Wolfram Community Introduction

We can guess if you’re reading the Wolfram Blog that you’re probably a Wolfram Language user, whether as a recreational programmer, a physics professor or a high-powered data scientist. And let’s be honest about another thing: if you’re using it to solve algebraic integrals or analyze SARS-CoV-2 genetic sequences or some other complex subject, you’re likely a big-brained person. I mean, you’re investigating the very nature of the universe in all its facets, right?
Mark Long, Senior Technical Communications Manager, Outreach & Communications
Computation & Analysis

Bowl a Strike with Wolfram System Modeler

Explore the contents of this article with a free Wolfram System Modeler trial. Bowling is a simple game that consists of a ball, 10 pins and a lane. You take the ball, come to the starting line, aim between pins 1 and 3 and throw the ball. You instinctively assume that the ball and the lane are perfect and expect the ball to go straight where you aimed.

Vedat Senol, Applications Engineer, System Modeler (MathCore) Jan Brugård, CEO, Wolfram MathCore
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