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Vitaly Fartushnov - Gold trader. The Relationship Between Even Powers of the Gaussian Integral, the Gamma Function, and Fibonacci Levels

Vitaly Fartushnov - Gold trader. The Relationship Between Even Powers of the Gaussian Integral, the Gamma Function, and Fibonacci Levels

In modern trading, Gaussian integrals, normal distributions and even more complex distributions with gamma function play a key role in assessing the fair value of options, delta-gamma hedging strategies and portfolio management. Understanding these fundamental concepts allows a trader to manage risks more effectively and use additional statistical and mathematical signals for practice in the derivatives markets.

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Vitaly Fartushnov - Symmetry and the Riemann Hypothesis – dialogue with the machine

Vitaly Fartushnov - Symmetry and the Riemann Hypothesis – dialogue with the machine

The Riemann hypothesis is an unsolved mathematical problem proposed by Bernhard Riemann in 1859. It states that all nontrivial zeros of the Riemann zeta function (that is, the complex numbers at which the function is zero) lie on a line with real part 1/2. The conjecture has deep connections to the distribution of prime numbers and is considered one of the most important unsolved problems in mathematics.

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Vitaly Fartushnov - Triangulation in neural network

Vitaly Fartushnov - Triangulation in neural network

Triangulation in the context of neural networks is the use of a geometric method of dividing a set of points into triangles to solve various problems of data processing, structure analysis, or building connections between network elements.