Search Results for "fractals"
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Showing 91 open source projects for "fractals"
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Fractals
Fractals is a recursive task orchestrator for agent swarm
Fractals is an experimental open-source framework designed to orchestrate complex tasks using swarms of AI agents organized in a recursive structure. The system takes a high-level goal and decomposes it into a hierarchy of smaller subtasks, forming a self-similar tree that resembles a fractal structure. Each leaf node of this tree represents a specific executable task that can be processed independently by an AI agent. -
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glChAoS.P
3D GPUs Strange Attractors and Hypercomplex Fractals explorer
glChAoS.P is a GPU-accelerated, real-time graphics project for visualizing complex mathematical fractals, attractors, and particle systems using OpenGL and GLSL. It’s an interactive sandbox for visual experimentation with chaotic systems, combining beautiful visuals with user control via keyboard and GUI. The software includes extensive customization of rendering parameters, camera movement, and output formats, including support for VR and 360-degree panoramic videos. -
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Mandelbulber
3D fractal rendering software
In summary, Mandelbulber generates three-dimensional fractals. Explore trigonometric, hyper-complex, Mandelbox, IFS, and many other 3D fractals. Render with a great palette of customizable materials to create stunning images and videos. The possibilities are literally infinite! Mandelbulber v2 is new line of this application. It was rewritten from scratch with new Qt based interface. -
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wxChaos
An interactive fractal explorer
wxChaos is an open-source application for exploring fractals through direct interaction. Move through familiar sets, follow the orbit behind a point, compare rendering methods, open a Julia preview, or examine the mathematics without leaving the application. It includes classic complex-plane fractals, chaotic maps, numerical systems, and vector constructions. The collection ranges from Mandelbrot and Julia sets to Newton basins, the Burning Ship, the Henon and Logistic maps, the double pendulum, Sierpinski constructions, and the Koch snowflake. -
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Eagle Mode
Zoomable user interface (ZUI) with file manager, file viewers and more
...It integrates file viewers for most of the common file types, as well as an audio and video player. Furthermore, the virtual cosmos contains a chess game, a netwalk game, a 3D minesweeper game, a multi-function clock, a stock watchlist, some fractals, and a Linux kernel configurator in form of a kernel patch. -
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Foreval
Foreval is parser , compiler , evaluator of mathematical expressions
...Can be direct connection to the program (without dll). Сurrent version ( v. 9.1.1.395B): Examples for Delphi, Lazarus , GCC (Codeblock), MSVC. Demo: Fractals Julia; Visualizing of functions of complex variable - complex domain coloring , graph plotting & finding roots F(x), Fourier series. Old version (v.8.4.17.250): Examples for Delphi, FPC, Builder, MSVC , GCC (Codeblock) , VB6, FreeBasic. Download files: Foreval_all.7z (Foreval v9 + Foreval v8 + ForevalZ + all examples + doc) - recommend ForevalG9.7z (Foreval v9 + examples v9+ doc) (math parser, math expression parser, evaluate formula, evaluator, symbolic, differentiation, derivative , complex) -
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Fractal Explorer
Simple multi-threaded program to zoom into fractals. Runs on Windows
Support for Mandelbrot set, Julia sets and Newton fractals. Source code may not be up to date. Source code: https://github.com/PrancerFrisco/Fractals -
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PythagorasTheoremGeneralizer
Pythagoras Theorem Generalizer
An attempt to discover new kinds of Fractals by generalizing Pythagoras's Theorem into higher dimensions and negative numbers. Pythagoras Theorem when a < 0.0 and b >= 0.0 : c^2 = a^2 + b^2 * (((a*a + b*b)^0.5 - b)^2.0/(b - (a*a + b*b)^0.5)^2.0) c^2 = a^2 + b^2 * (((a*a + b*b)^0.5 - b)^2.0/(b - (a*a + b*b)^0.5)^2.0) * 1.0 c^2 = a^2 + b^2 * (((a*a + b*b)^0.5 - b)^2.0/(b - (a*a + b*b)^0.5)^2.0) * (-1.0 / -1.0) c^2 = a^2 + b^2 * (((((a*a + b*b)^0.5)*i - b*i)^2.0)/(b*i - (((a*a + b*b)^0.5)^2.0)*i)) Pythagoras's Theorem with negative numbers : For a < 0 and b >= 0 : c^2 = a^2 + b^2 * (((((a*a + b*b)^0.5)*i - b*i)^2.0)/(b*i - (((a*a + b*b)^0.5)^2.0)*i)) for a >= 0 and b < 0 : c^2 = b^2 + a^2 * (((((a*a + b*b)^0.5)*i - a*i)^2.0)/(a*i - (((a*a + b*b)^0.5)^2.0)*i)) for a < 0 and b < 0 : c^2 = a^2 + b^2 for a >= 0 and b >= 0 : c^2 = a^2 + b^2 There is Pythagoras's Theorem on Complex Plane numbers. -
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forevalz
ForevalZ - compiler of mathematical expressions with complex numbers
...(dll library and delphi component). Can be compiled in FPC (Lazarus). Examples for Delphi (2009), FPC , C++(Builder(2009), MSVC(2010), GCC (Codeblock)), VB.NET, VB6, FreeBasic. Demo: Fractals Julia; Visualizing of functions of complex variable - complex domain coloring . (math parser, math expression parser, evaluate formula, evaluator, calculate) (v.1.3.5.231) The project IS CLOSED. Project development of NEXT VERSION see "Foreval" project. Last version v9 support all propertues of ForevalZ. -
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Perceptron
The birth of modern video feedback art.
...Perceptron is an endless flow of transforming visuals. Perceptron * recursively transforms images and video streams in realtime and produces a combination of Julia fractals, IFS fractals, and chaotic patterns due to video feedback * evolves geometric patterns into the realm of infinite details and deepens the thought * records animations (movies) * saves and opens presets (state files) * loads user photographs or captures screen and webcam input * has user interface based on multiple mouse cursors, and almost the entire keyboard * has multiple windows and fullscreen mode * takes complex geometric transforms as input * applies numerous coloring techniques * smoothly transforms fractals and creates endless psychedelic journeys * resonates with the human perception Visit the Perceptron home page at http://perceptron.sourceforge.net -
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Aleph One is a highly sophisticated program for generating fractals. Some major features are: A built-in expression generator, 32-bit colouring schemes for the fractals, multi-threaded and multi-server rendering! WOW! And lots, lots more... The source code has moved to GitLab: https://gitlab.com/jmmcg/alephone
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Fractal painter
Paints fractals with OpenCL or CPU if OCL not available.
This program paints several fractals in a GUI (Qt 4). It uses OpenCL or a fallback to CPU if OpenCL is not available. You can save the displayed fractal as a Windows Bitmap. -
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PiksLitCanvas
A Painting Application to draw beautiful pictures,fractals and more
Canvas is an application created in java that allows you to draw rich complicated and beautiful pictures using a variety of tools.The most useful tool to draw complicated patterns ,is the fractal tool that allows you to create any number of these fractals.Other features includes different line styles like grass,splosh,caligraphic,etc,Square tool ,Oval tool, are other unique features.Background can be set to gradient (Horizontal ,Vertical,etc..).The best part..... you can choose fro a variety... -
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eFractals
Programs and library to draw fractals
Programs and library to draw fractals. Program can draw trees, landscape, DLA, ... -
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Drception
Fractals generator with powerful functionality.
Fractals generator with powerful functionality. E-mail: programmingspecial@gmail.com -
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Fraqtive
Generator of the Mandelbrot family fractals
Fraqtive is an open source, multi-platform generator of the Mandelbrot family fractals. It uses very fast algorithms supporting SSE2 and multi-core processors. It generates high quality anti-aliased images and renders 3D scenes using OpenGL. It allows real-time navigation and dynamic generation of the Julia fractal preview. Website: https://fraqtive.mimec.org/ -
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FractalNow
Fast, advanced, multi-platform fractal generator
FractalNow provides users with tools to generate pictures of various types of fractals quickly and easily. It is made of both a command line tool, FractalNow, and a graphical tool, QFractalNow. The graphical tool, based on Qt library, allows users to explore fractals intuitively and generate pictures. Both tools are entirely multi-threaded and implement advanced algorithms and heuristics that make computation very fast compared to most existing free fractal generators. -
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IQM-Plugin-PPI
PPI Index
...PPI is computed with the FFI index and the Lacunarity using the ToW algorithm: PPI = FFI^(Ltw) For FFI, please see: https://sourceforge.net/projects/iqm-plugin-ffi/ Andronache etal. Fractal analysis for studying the evolution of forests, Chaos, Solitons & Fractals, 2016, Vol 91, 310-318. For Tug of War Lacunarity, please see: Reiss, Lemmerer, Hanslmeier, Ahammer Tug-of-War Lacunarity-A Novel Approach for Estimating Lacunarity. Chaos, 201611. https://doi.org/10.1063/1.4966539. Installation instruction: Copy newest jar file to the "Plugins" directory which should be located in the directory of your local IQM main application. ... -
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More complex Fractals
Attempt to visualize more complex factals than Mandelbrot Set.
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SuperFractal
Implementation of different fractals
SuperFractal lets you configure and discover different kind of fractals: Apollonial Gasket, Lindmayer Fractals, Barnsley Fractal and Turtle Fractals. -
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IQM-Plugin-FFI
FFI - fractal fragmentation index
...Fractal dimensions are computed with the popular Box counting method or the Pyramid method. Details can be found in: Andronache etal. Fractal analysis for studying the evolution of forests, Chaos, Solitons & Fractals, 2016, Vol 91, 310-318. Installation instruction: Copy newest jar file to the "Plugins" directory which should be located in the directory of your local IQM main application. IQM: https://sourceforge.net/projects/iqm/ Authors of this plugin: Ion Andronache, University of Bukarest, Romania Daniel Peptenatu, University of Bukarest, Romania Helmut Ahammer, Medical University of Graz, Austria -
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droid-lsystem
L-System java implementation with OpenGL ES viewer for android
Academic package implementation of free-context grammar L-System fractals which can be visualized inside Android 2.3 or later. -
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Fractal Visualizer
Geneartion of Standard Fractals.
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Gmandel is a fractal image generator for SMP and computer clusters. The graphic frontend is GTK-2 based, although GTK-1.2 is also available. It is intended to explore unknown details of fractals and to provide benchmarks for computer clusters.
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Double Fractal with 3D Prototype
Easily creates high complex fractal images. Includes 3D prototypes.
Double Fractal was first created in the 90s and was the result of a passion for fractals and fractal math. Since then, it has grown including many unique fractals invented by its author. Some fractals were found by chance in 2001 when functions used for artificial intelligence were plotted as fractals. These new fractals were called JP Random Sets. The brilliant environment Lazarus allowed Double Fractal to be ported from Delphi and now Double Fractal can be run on Windows, Linux and MAC OS X. ...