Alexander Dynin
#191,507
Most Influential Person Now
Russian mathematician
Alexander Dynin's AcademicInfluence.com Rankings
Alexander Dyninmathematics Degrees
Mathematics
#8709
World Rank
#11838
Historical Rank
Differential Geometry
#165
World Rank
#195
Historical Rank
Geometry
#259
World Rank
#359
Historical Rank
Group Theory
#592
World Rank
#700
Historical Rank

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Mathematics
Why Is Alexander Dynin Influential?
(Suggest an Edit or Addition)According to Wikipedia, Alexander S. Dynin is a Russian mathematician at Ohio State University who introduced the Agranovich–Dynin formula. Since 2009, Dynin claims to have proved the Yang-Mills Millennium Problem. External links Alexander Dynin
Alexander Dynin's Published Works
Number of citations in a given year to any of this author's works
Total number of citations to an author for the works they published in a given year. This highlights publication of the most important work(s) by the author
Published Works
- Inversion problem for singular integral operators: C-approach. (1978) (30)
- A Rigorous Path Integral Construction in any Dimension (1998) (12)
- Feynman integral for functional Schr\"{o}dinger equations (2002) (9)
- Quantum Yang-Mills-Weyl Dynamics in Schroedinger paradigm (2010) (6)
- Elliptic boundary-value problems for pseudodifferential complexes (1972) (6)
- Pseudo-Differential Operators on Heisenberg Groups (2010) (5)
- BOSONIZATION METHOD FOR SECOND SUPER QUANTIZATION (2009) (5)
- On the Yang-Mills mass gap problem (2014) (5)
- Energy-mass spectrum of Yang-Mills bosons is infinite and discrete (2009) (4)
- Mathematical quantum Yang–Mills theory revisited (2013) (4)
- Multivariable Wiener-Hopf operators I. Representations (1986) (4)
- Tangible convex bodies. Appendix to “Multivariable Wiener-Hopf Operators I” (1986) (3)
- Quantum Yang-Mills-Weyl Dynamics in the Schrödinger paradigm (2014) (3)
- Irreducibility of Toeplitz C⋆-algebras (1986) (3)
- Functional derivatives, Schrodinger equations, and Feynman integration (2007) (2)
- Mass gap in quantum energy-mass spectrum of relativistic Yang-Mills fields (2013) (1)
- Review: H. O. Cordes, Spectral theory of linear differential operators and comparison algebras (1989) (1)
- Multivariable Wiener-Hopf operators II. Spectral topology and solvability (1987) (1)
- Fredholm operator families -I (1983) (1)
- Quantum energy-mass spectrum of Yang-Mills bosons (2011) (0)
- Quantum energy-mass spectra of relativistic Yang-Mills fields in a functional paradigm (2012) (0)
- Lectures at the Mathematical Seminar on Homotopic Topology: the Index of AN Elliptic Operator on a Compact Manifold (1966) (0)
- Functional derivatives Schr\"{o}dinger equations and Feynman integral (2007) (0)
- Feynman integral for functional Schr (2002) (0)
- Mathematical quantum Yang–Mills theory revisited (2017) (0)
- On the Yang-Mills mass gap problem (2014) (0)
- An Index Formula for Elliptic Boundary Problems (2010) (0)
- Multivariable wiener-hopf operators I. Representations (1986) (0)
- Pseudovariational operators and Quantum Yang-Mills theory (2012) (0)
- Mathematical Quantum Yang—Mills Theory Revisited II: Mass without Mass (2020) (0)
- QChD Lite: Lark model for elementary particles (2010) (0)
- Quantum Yang-Mills-Weyl Dynamics in the Schrödinger paradigm (2014) (0)
- Mathematical Quantum Yang—Mills Theory Revisited II: Mass without Mass (2019) (0)
- Feynman Equation in Hamiltonian Quantum Field Theory (2000) (0)
- Fredholm operator families —II (1983) (0)
- Rigorous Covariant Path Integrals (1998) (0)
- Book Review: The technique of pseudodifferential operators@@@Book Review: Pseudodifferential analysis on symmetric cones (1996) (0)
- 0 70 30 88 v 2 1 8 Ju l 2 00 7 Functional derivatives , Schrödinger equations , and Feynman integration (2008) (0)
- Mass gap in quantum energy spectrum of Yang-Mills fields (2012) (0)
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What Schools Are Affiliated With Alexander Dynin?
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