The Wonders of Arithmetic from Pierre Simon de Fermat - страница 2
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21. There is proposed a method for ordering knowledge using the Basic law of systems.
22. There is proposed the idea of an economic breakthrough based on the new generation of IT.
23. There is proposed the new essential understanding of money and their functions.
24. There is proposed an International Payment System(IPS) of a fundamentally new type using national currencies in international settlements.
25. There is given essential understanding the source of profit on invested capital.
26. Historical episodes are presented in a stylized literary form.
27. There is proposed the restoration of the tombstone of P. Fermat with an English translation.
28. There are proposed 15 riddles in Fermat-style i.e. without their complete solution.
29. There is compiled a full list of scientific problems presented in this book in 100 points.
30. The original Russian text of the book is translated by its author into English.
The book is intended for a wide range of readers.
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From the Author
Imagine that you decided to write a book and such an interesting one so that, wow, it is breathtaking! But how to begin? It's very simple, you open this book and immediately see the famous picture with the portrait of our main hero the legendary Pierre de Fermat from the complete collection of all his written works, that Paul Tannery and Charles Henry released at the beginning of the 20th century. So here this picture is now decorated with a wonderful equation called Fermat’s binomial formula, about which the current science still has no idea, although this formula was published back in 2008.
Pic. 1. Portrait of the Senator Pierre de Fermat
And the next picture is a delightful sculptural composition. Our hero is so good-looking and next to him is his muse, from her he drew his inspiration and created such wonders, from which the entire civilized world since the XVII century and until now just goes crazy.
Pic. 2. Pierre Fermat and His Muse in the Capitol of Toulouse
After this picture follows the image of a page from Diophantus' “Arithmetic” with the text of the Fermat’s Last Theorem, published in 1670, and from here immediately the main theme appears.
Pic. 3. Diophantus’s “Arithmetic” Page of the Greek-Latin Edition 1670 with the Task VIII and a Remark to it, Becoming Later the