E-mail:
Website: https://vk.com/id1010
Keywords: Computer Science, Geometry, Algebra, Number Theory, Physics

Subject:

Vertex Operator Algebras, Computational Complexity, Category Theory, primes represented by polynomials, p-adic analysis, cohomologies, deformation theory, quantification, structure of sumsets

Main publications:

1. Sopin Valerii, “A new algorithm for solving the rSUM problem”, arXiv:1407.4640, 2014
2. Sopin Valerii, “PH = PSPACE”, arXiv:1411.0628, 2014
3. Sopin Valerii, “Quantum Lichnerowicz - Poisson complex”, arXiv:2107.07162, 2021
4. Sopin Valerii, “Existence of a quadratic polynomial, which represents infinitely many prime numbers: Bunyakovskys conjecture for degree greater than one and the 4th Landau problem”, HAL Id: hal-03434393, 2021
5. Sopin Valerii, “Riemann Hypothesis: Redheffer matrix and semi-infinite construction”, HAL Id: hal-04162860, 2023

Publications in Math-Net.Ru

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Organisations:

• Tsinghua University
• The University of Tokyo
• Lomonosov Moscow State University
• Southern Federal University, Rostov-on-Don
• National Research University Higher School of Economics, Moscow