Fractal Time

The first book by Greg Braden in 2009, "Fractal Time: The Secret of 2012 and the New World Era" gives clues to what will happen in our world and the universe before 2012. . Several years have passed since this book was first published, but the information in the book is still closely related to us. Greg strives to explain how to read the past to discover what our future has for us in our world, the universe, even in private life and human relations. This article was written to analyze the book of "fractal time" and find the actual course that we can choose. A personal opinion on how to apply the presented concept ... Read more

He wrote that the timecode calculator "not the event itself, but to us when we can think that the past situation will be repeated". "The end of time: the end of our year 2012" is the theme of Chapter 3. In this chapter, Mr. Braden explained that the current world era started on August 11, 3114 BC and ended with rare alignment of our solar system and the center of the Milky Way on December 21, 2012 To do. The event was about 26,000 years ago. Chapter 3 "The key to the universe: the most beautiful time and the number of nature", the authors reveal two important keys which essentially have to be repeated here. These two keys are the fi number and golden ratio. Final number describes the principle of fractal; fractal is a pattern that is used naturally to fill the universe. of

The second key, the Golden Ratio, is a number that determines the frequency of fractals naturally repeating the filling space. He describes the simple and self-similar repeating pattern called "fractal" that energies make atoms all sorts of familiar things, from roots, rivers, trees to rocks, mountains, and to ourselves. I explained whether to use it. He revealed how simplicity the various parts of life live to everything we need to understand the universe. He will continue to explain the basic principles of the use of the universe.

Other articles are organized as follows. Section 2 describes the concept of fractal time series from the viewpoint of a fractional order system. The basic nature of the fractal time series is explained in Section 3. Several models of fractional time series are discussed in section 4. The conclusion is in section 5. On the other hand, it is possible to use a nonstationary random function as the output of the filter. Typically, under excitation of unsteady white noise, having different filters can create different series under excitation. Thus, traditionally, people are considered to be sources or sources of random sequences; for example, Press et al. checking ... . In this article, consider only fixed series

From the viewpoint of statistical dependence, fractal time series can be divided into two categories. One is LRD and the other is SRD. It can also be divided into Gaussian sequences or non-Gaussian sequences. The Gaussian fractal time series model is described in sections 4.1 to 4.4 and 4.6. Non-Gaussian series are explained in Section 4.5. FBm is commonly used to model transient fractal time series. It is Gauss (Sinai). The definition of fBm described in (2.18) is called Riemann-Liouville type because it uses the Riemann-Liouville integral (see, for example, Sithi and Lim, Muniandy and Lim, and Feyel and de la Pradelle) . That PSD is configured. Given the