Anton Kutlin Email & Phone Number

Italy

Trieste, Friuli-Venezia Giulia, Italy

• Expanded the sizes accessible for numerical simulations of several disordered systems from N=2^15–2^20 to N=2^100–2^300 by developing a powerful analytical renormalization group scheme capturing the finite-size effects in Anderson localization problems on random graphs [first author (FA), arXiv.2402.10271]• Proved a counterintuitive absence of multifractality in a certain family of disordered systems by developing a graphical, rigorous mathematical approach to manipulating random variables, which allowed encapsulating pages of cumbersome analytical calculations in a few lines of intuitive diagrams [FA, SciPost Phys. 16, 008]• Proposed a microscopic mechanism and helped to develop an understanding of nonmonotonic finite-size effects observed in the Anderson model on Random Regular Graphs [aсknowledged, PNAS:2401955121]• Contributed to developing 11 strategies for open science and reproducible research during the virtual brainstorming event organized by the German Reproducibility Network [eLife.89736]

• Founded a not-for-profit discussions-focused online platform, https://enabla.com, publishing specialized advanced (post)graduate STEM lectures and grew it to 300+ hours of unique content from 20+ international institutions in Germany, Sweden, India, Russia, Denmark, Italy, the UK, the US, and Canada• Gathered together and organized a remote team of 10+ developers, designers, and marketers to go from nothing to the first public release in 7 months

Dresden, Saxony, Germany

• Explained 2 previously unexplained results of random-matrices-related numerical simulations by developing proper renormalization-group-like analytical techniques [FA, SciPost Phys. 8, 049; FA, SciPost Phys. 11, 101]• Developed a method of solving previously inaccessible for analytical treatment Schrödinger equations by incorporating symmetry considerations into the phase integrals method [Solo, ATMP.2020.v24.n5.a2]• Developed a theory of a superconducting diode based on geometry-dependent effects discovered a year ago [PhysRevB.101.045418; JETP Letters 113, 34–46]

Nizhniy Novgorod, Russia

• Developed a theory of the geometry-dependent effects in Majorana nanowires [FA, PhysRevB.103.144520]

Nizhniy Novgorod, Russia

• Demonstrated a doubling of a plasma heating setup’s efficiency from 50% to 100% [epjconf/201714903006]• Reduced an error in the analytical description of the setup from ~70% to <5% [AIP Conf. Proc. 1771, 030016]• Developed a consistent analytical description of the plasma heating setup [FA, Phys. Plasmas 24, 102133]• Came up with a method of analytical treatment of singular Schrödinger equations by combining the phase integrals method with the Frobenious theory [Solo, arXiv:1710.03426, also arXiv:1704.01170]

Nizhniy Novgorod, Russia

• Achieved a nine-fold improvement of the product’s performance by redesigning its architecture with particular attention to low-level memory allocations together with using optimal high-level data structures

Doctor Of Philosophy - Phd, Condensed Matter And Materials Physics

Master Of Science - Ms, Plasma And High-Temperature Physics

Bachelor Of Science - Bs, Physics