X-PlantForm

L-system 3D plant generation with Blender and genetic algorithms

Brought to you by: catmanita

Add a Review

Downloads: 0 This Week

Last Update: 2016-10-18

Browse Code

Get an email when there's a new version of X-PlantForm

X-PlantForm handles parametric L-system generation as well as their evolution using genetic algorithms and interactive evolution techniques.

This project is integrated with Blender3D, allowing automatic 3D rendering of generated plants and exports in .png

Includes also the communication with a server for interactive generation through a web browser.

Project Samples

Project Activity

See All Activity >

Follow X-PlantForm

X-PlantForm Web Site

Other Useful Business Software

$300 in Free Credit Towards Top Cloud Services

Build VMs, containers, AI, databases, storage—all in one place.

Start your project in minutes. After credits run out, 20+ products include free monthly usage. Only pay when you're ready to scale.

Get Started

Rate This Project

User Reviews

Be the first to post a review of X-PlantForm!

Additional Project Details

Registered

2015-01-28

Report inappropriate content

$300 in Free Credit Towards Top Cloud Services

Build VMs, containers, AI, databases, storage—all in one place.

Start your project in minutes. After credits run out, 20+ products include free monthly usage. Only pay when you're ready to scale.

Get Started

Recommended Projects

Genetic Algorithm General Solver-GAGENES
Genetic algorithms (GA) in C++
Evolutionary.jl
Evolutionary & genetic algorithms for Julia
Genetic Programming Framework
The Distributed Genetic Programming Framework is a scalable Java genetic programming environment. It comes with an optional specialization for evolving assembler-syntax algorithms. The evolution can be performed in parallel in any computer network.
vDeck
Video Deck is a Tutorial Generation Framework
Genetic Algorithm Utility Library
A flexible programming library for evolutionary computation. Steady-state, generational and island model genetic algorithms are supported, using Darwinian, Lamarckian or Baldwinian evolution. Includes support for multiprocessor and distributed systems.