According Valdeandemagico from the underground chamber of the pyramid of Cheops, you would get any information from the living planet earth, since everything is fractal.
If we understand that by analyzing a piece of hair from our body, we can see all the information in our body, because his DNA knows everything about us, it is easy analia understand that a sample in the underground chamber of the pyramid of Cheops, we know all about the earth, and to draw a map like the Piris Reis, who, according Valdeandemagico was conducted with data obtained in the pyramid. And
can understand how the brand QR, which identified the planet earth, they created in the area known as the Nazca lines, was also in the sample obtained in the underground chamber of Cheops. Following explaining Valdeandemagico theory that the Giza pyramid complex, was a center for monitoring physical data of the earth, today we talk about why a single underground chamber in the pyramid of Cheops, you could get data from the whole earth, and the answer is very simple, because everything is fractal .
The importance of fractals related Valdeandemagico theory, is that assuming that the earth is a black hole, and according to the fractal model each portion of the object has the same characteristics as the whole object. This means that sim ply monitoring magnetic fields underground chamber of the pyramid of Cheops, we can obtain information from around the planet earth.
Logically this is not surprising, because we know that, for example, in a cell in our hair, is the complete us. Same thing on earth. According
Valdeandemagico unified theory would be based on black holes, and as they interact with each other, whose resonance following fractal models can produce everything around us.
The structure of the universe (or spacetime) is fractal and, therefore, wherever it is found, repeat ad infinitum, and with different sizes, the same motifs or patterns.
laws of nature must be valid in any coordinate system, any
was to be their state of motion and scale. Well, it seems that math is the same, and that the fractal mathematical model, are going to take steps, we say that not only the matter we see is the product fractal, but so are the numbers.
REMARK ON A THEOREM OF FOLSOM, KENT, AND ONO
New mathematical theory reveals the nature of numbers
Ken Ono and his research team have found that partitions behave as fractals. Have developed a theory to "see" its super structure endlessly repeated.
For centuries, some of the mathematical most important have tried to make sense of the partitions of numbers, the basis for adding and counting.
Many mathematicians have added important pieces to the puzzle (number game), but all fell short in trying to provide a complete theory to explain the partitions.
By contrast, Ken Ono's work has generated more questions about this fundamental area of \u200b\u200bmathematics. Now, the specialist at Emory University, has unveiled new theories that respond to the questions, international media broadcast.
Ono and his research team have found that the partitions of a number behave as fractals. In this way, they have developed a mathematical theory to "see" infinitely repeated its super structure.
Thus, they have developed the first formula to calculate finite partitions of any number. The work was sponsored by the American Institute of Mathematics (AIM, for its acronym in English) and the National Science Foundation.
"Our work brings completely new ideas to these problems. We have shown that the partition numbers are 'fractal' for each cousin. Our procedure of 'increase' resolves several open conjectures, and change the way in which mathematicians study the partitions, "said Ono.
"Ken Ono has made a quite startling advances in the theory of partitions, has shown amazing properties. It is a phenomenon, says George Andrews, a professor at Pennsylvania State University and president of the Mathematical Society Americ
ana. At first glance, the partitions of numbers look like child's play. The partition of a number is a sequence of positive integers that add up to that number. For example, 4 = 3 +1 = 2 +2 = 2 +1 +1 = 1 +1 +1 +1. As we say there are five partitions for the number 4. Sounds simple, and yet the partition number is growing at an incredible rate. The number of partitions of 10 is 42. For number 100, the partition operates more than 190 million.
"The partition of numbers is a whole crazy sequence that quickly goes to infinity", this provocative sequence-mouthed, and has long fascinated the mathematicians, "said Ono.
So Ono advance team, no one had been able to reveal the secret underlying this complex pattern of rapid growth.
early twentieth century, Srinivasa Ramanujan and GH Hardy invented the circle method, which threw the first good approximation to the partition of numbers by ENCI
Ma 200. "It's like Galileo invented the telescope, allowing you to see beyond what meets the eye, but vision is dim," said Ono.
In 1937, Hans Rademacher found an exact formula for calculating values \u200b\u200bof partitions, although the method was a big improvement on the exact formula of Euler, required to add infinitely many numbers that have infinite decimal places. In the following decades, mathematicians have continued to work on these developments, adding more pieces to the puzzle. Ono battled with problems for months and Eureka came in September when he was hiking with colleagues in Tallulah Falls, in northern Georgia. When they went in the woods, noticing patterns in clusters of trees, thought it might be similar to "walk" between the partitions of numbers. They laughed. Almost had it.
Fractals
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Fractals
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