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GENERALIZED-MANDELBROT
- 本文主要介绍了切换系统的基本实现及其实现方法-This paper describes the basic implementation of the switching system and its implementation
pthread_ms_static
- this implemented by pthread(share library) to draw the mandelbrot set.Using the iteration to try to compute the x and y value.and divide work by rows to any other threads to complete the total jobs.-this is implemented by pthread(share library) to dr
pthread_ms_dynamic
- this implemented by pthread(share library) to draw the mandelbrot set.Using the iteration to try to compute the x and y value.and divide work by dynamic mode (different from static)by rows to any other threads to complete the total jobs.-this is impl
openmp_ms_static
- this implemented by OpenMP(share library) to draw the mandelbrot set.Using the iteration to try to compute the x and y value.and divide work by(static rule) rows to any other threads to complete the total jobs.-this is implemented by OpenMP(share lib
openmp_ms_dynamic
- this implemented by OpenMP(share library) to draw the mandelbrot set.Using the iteration to try to compute the x and y value.and divide work by(dynamic rule) rows to any other threads to complete the total jobs.-this is implemented by OpenMP(share li
Thinking-in-Patterns
- Fractal geometry, together with the broader fields of nonlinear dynamics and complexity, represented a large segment of modern science at the end of the 20th century. Penetration of the resulting new paradigms into practically all academic discipline
fenxing
- 分维，又称分形维或分数维，作为分形的定量表征和基本参数，是分形理论的又一重要原则。长期以来人们习惯于将点定义为零维，直线为一维，平面为二维，空间为三维，爱因斯坦在相对论中引入时间维，就形成四维时空。对某一问题给予多方面的考虑，可建立高维空间，但都是整数维。在数学上，把欧氏空间的几何对象连续地拉伸、压缩、扭曲，维数也不变，这就是拓扑维数。然而，这种传统的维数观受到了挑战。曼德布罗特曾描述过一个绳球的维数：从很远的距离观察这个绳球，可看作一点(零维)；从较近的距离观察，它充满了一个球形空间(三维)；