Идея 17

Идея: Идея 17

  • Автор: Сергеев Ярослав Дмитриевич
  • Добавлен: 19.04.2017

The problem Nowadays physical limits (speed, miniaturization) of traditional computers have been almost reached. Current attention of the industrial and scientific communities is dedicated to new computational paradigms and areas of their possible applications. In spite of huge investments, there do not exist on the market general purpose unconventional computer architectures ready for a broad implementation and production. For instance, industrial quantum general purpose computers do not exist (D-Wave is not general purpose). Traditional computers work with finite numbers only. Numerical computations with infinities and infinitesimals are impossible due to: 1. the presence of indeterminate forms such as ∞ - ∞, ∞ / ∞, ∞ · 0. 2. the impossibility to put infinite numbers in the finite computer memory. There exists an insuperable wall in performance beyond which traditional computers are not able to go and all kinds of divergences and usage of infinitesimals can be studied only analytically by human beings. Grossone® Infinity Computer The Infinity Computer is a new kind of a supercomputer able to execute numerical computations with finite, infinite, and infinitesimal numbers using a new numeral system with the infinite radix called Grossone® and expressed by the symbol . An analogy: Ancient Romans did not know about existence of zero and negative numbers. As a consequence, they were not able to execute computations requiring these numbers and such expressions as V-V or III-X were indeterminate forms for them. In modern computations 0 is indispensable and the work of traditional computers is impossible without zero and negative numbers. The Infinity Computer makes a similar thing thanks to Grossone® making possible the passage from finite numbers to infinities and infinitesimals and allows consumers to work numerically with different infinities and infinitesimals as with finite numbers giving so to the consumers an unprecedented level of accuracy and power of computations that does not exist on the market.

Описание инновационной составляющей идеи The Infinity Computer makes a similar thing thanks to Grossone® making possible the passage from finite numbers to infinities and infinitesimals and allows consumers to work numerically with different infinities and infinitesimals as with finite numbers giving so to the consumers an unprecedented level of accuracy and power of computations that does not exist on the market.
Стадия идеи, стартапа There exists its working software prototype and the hardware can be done in several months (see patents: Russian 2395111)
Вложенные средства Euro200K
Требуемый объем инвестиций Euro20mln.
Схема коммерциализации Только собственными средствами (акционерный капитал)
Документы: разрешительная документация, наличие патента, товарного знака Russian patent 2395111
Аналитика рынка Market is the entire market of digital processors including microprocessors, devices for digital elaboration of signals, simulators, scientific calculators, etc. The Infinity Computer is a radical innovation, not an incremental one. It opens a new era in the whole world of computing. Strategic advantage: In the modern world the power of computation can cause victory or defeat of a firm or a country. The Infinity Computer with its supercomputing capabilities gives a strategic advantage to its owner. There exists its working software prototype and the hardware can be done in several months (see patents: Russian 2395111). The Infinity Computer drastically increases the accuracy of computations by substituting qualitative descriptions of the type ‘a number tends to zero’ and ‘a number tends to infinity’ by a variety of different infinities and infinitesimals. • The Infinity Computer avoids divergences and indeterminate forms ( ∞ - ∞, 0∞, ∞ / ∞, etc.) and gives the possibility to work numerically with actual infinite and infinitesimal numbers. The Infinity Computer leads to new models describing the world around us in a more precise way and simplifies teaching mathematics at schools and universities.
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