Devpost
Participate in our public hackathons
Devpost for Teams
Access your company's private hackathons
Grow your developer ecosystem and promote your platform
Drive innovation, collaboration, and retention within your organization
By use case
Blog
Insights into hackathon planning and participation
Customer stories
Inspiration from peers and other industry leaders
Planning guides
Best practices for planning online and in-person hackathons
Webinars & events
Upcoming events and on-demand recordings
Help desk
Common questions and support documentation
Generate patterns found in animals with diffusion partial differential equation.
Generates video resume from just github/linkedin username
When an epidemic hits, full confinement should be a last resort option. Modern technology offers a much better alternative : digital contact tracing.
Animated and interactive simulation of the Earth and Sun system!
The idea behind this was to explain the physics of masks with visualization and aesthetic. Masks are crucial, and we demonstrate it in a way that's appealing and understandable to the general public.
When the speed of an observer nears that of light, shapes distort and change. While cosmologists regularly correct for this effect, 3D graphics engines often neglect to include it! We correct this.
Snowflakes are beautiful, unique objects with symetry group D_6. This model mimics their formation quite simply.
A realtime simulation of a wave packet collision on Barrier using the Crank-Nicolson Method.Reference: Christoph Wachter 2017 Bachelor Thesis University of Graz
We numerically compute a mathematical model for generating animal patterns based on reaction-diffusion methods (Gray-Scott) first outlined by Alan Turing in 1952.
We profide an API that can be used to create hybrid networks using quantum and classical machine learning components. Both types can be mixed in order to create an hybrid model.
A procedural random snowflake generator that mimics the underlying physical laws to generate real looking snowflakes and render them in real time.
A reaction-diffusion system simulator that makes beautiful patterns for scientific applications and for fun.
The Rössler attractor is the attractor for the Rössler system, a system of three non-linear ordinary differential equations originally studied by the German biochemist Otto Eberhard Rössler
Inspired by the works of Wassily Kadisnki, we chose to represent artistically random walks on the stage of the earth.
Winter is coming and so is the beauty of snowflakes! Our code simulates different kinds of beautiful snowflakes, come explore it and create original winter decorations.