A set of optimizations of a Mandelbrot Set for x86-64 generator that gives ~8x speed improvement over the basic loop. This is designed to go with https://orange-kiwi.com/optimization-example-mandelbrot-part-1/

Optimization of computational performance in scientific Python — NumPy, Numba, Numexpr, Cython, and MPI — applied to NLP vectorization (TF-IDF, Naive Bayes) and Mandelbrot set calculation.

. Fract-ol is a basic computer graphics project. This program rende the Julia set and the Mandelbrot setHere I use notion of complex numbers, the concept of optimization and event handling.

The `fract-ol` project generates fractals like the Mandelbrot and Julia sets using the MiniLibX library. It focuses on complex number handling, fractal algorithms, rendering optimization, and user interaction for dynamic visualizations.

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Description of optimizations used for computation of the Mandelbrot set.

Mandelbrot set SIMD optimization

Mandelbrot set render and optimization

Optimization Mandelbrot set drawing using SSE instructions.

Generates a mandelbrot set with optimization algorithms.

Optimization of the construction of the Mandelbrot set.

Study of program optimization based on Mandelbrot set

Intrinsics optimization of the calculation of Mandelbrot set

The Mandelbrot set visualization and its optimization using SIMD intrinsics.

An exploration of optimization possibilities for Mandelbrot set computation using AVX

Mandelbrot set performance optimization experiment using both Numba JIT and Cython.

Mandelbrot set optimization with SIMD (AVX), visualization (SFML), and performance benchmarks

Visualization of the Mandelbrot set with any stage of the optimization

Creating a Mandelbrot set with attempts to speed up calculations and optimization

C++ code optimization examples (Matrix Multiplication, Mandelbrot Set, Map App) using AVX, multithreading, data structures, and perf analysis.

Implementation and optimization of the Mandelbrot set for CE8 Numerical Scientific Computing Course. Features: Video generation of zooming and iterations.

An interactive web-based visualization of the Mandelbrot set, demonstrating advanced mathematical computation, coordinate system manipulation, and performance optimization techniques.

experimenting with different optimization strategies for a mandelbrot set plotter. mini-project for part 2 of the python course at aalborg university, summer 2015.

Fractol is a graphics project from the 42 School curriculum that renders mathematical fractals such as the Mandelbrot and Julia sets. It focuses on complex numbers, optimization, and interactive visualization with zoom and dynamic parameter control.

A graphical 2D fractal renderer built in C using MiniLibX. Explores mathematical sets (Mandelbrot, Julia) and rendering optimization. Bonus features include the Burning Ship, Tricorn and Phoenix fractals, dynamic zoom under the mouse, move the view with the arrow keys, and color shifting.

Hosts a client application for generating fractals, specifically Julia and Mandelbrot sets. The application leverages multi-threading for enhanced performance, allowing users to generate fractal images swiftly. It offers the flexibility to choose between C++ and Assembly (ASM) for the core algorithm, enabling further optimization based on user pref