Denis S Goldobin (D S Goldobin)

Years Active: 2018-2023
Publications (10 Years): 5

Perm State University

Perm State University (MSC)

This page only lists publications with an associated author ORCID identifier.

Affiliation History

Perm State University

Russia

Associate Professor (first two years: Senior Lecturer) :: Department of Theoretical Physics

Institute of Continuous Media Mechanics

Russia

Head of group, Senior Researcher :: Group of Dynamics of Geological Systems

University of Leicester

United Kingdom

Senior Researcher (02.2010-03.2011: Researcher) :: Department of Mathematics

Perm State University

Russia

Senior Lecturer :: Department of Theoretical Physics

Perm State University

Russia

Assistant :: Department of Theoretical Physics

Universität Potsdam

Germany

Researcher :: Group of Nonlinear Dynamics

Universität Potsdam

Germany

PhD student/researcher :: Group of Statistical Physics/Theory of Chaos

Education History

Perm State University Sep 01 2002 - Jun 24 2004

Russia

MSC :: Theoretical Physics

Perm State University Sep 01 1998 - Jun 25 2002

Russia

BSC :: Theoretical Physics

Publications

Evelina V Permyakova, Denis S Goldobin
Stochastic parametric excitation of convective heat transfer. Philosophical transactions. Series A, Mathematical, physical, and engineering sciences 381 (2245) (2023)
Matteo di Volo, Marco Segneri, Denis S Goldobin, Antonio Politi, Alessandro Torcini
Coherent oscillations in balanced neural networks driven by endogenous fluctuations. Chaos (Woodbury, N.Y.) 32 (2) (2022)
Denis S Goldobin
Mean-field models of populations of quadratic integrate-and-fire neurons with noise on the basis of the circular cumulant approach. Chaos (Woodbury, N.Y.) 31 (8) (2021)
Vladimir V Klinshov, D A Zlobin, B S Maryshev, Denis S Goldobin
Effect of noise on the collective dynamics of a heterogeneous population of active rotators. Chaos (Woodbury, N.Y.) 31 (4) (2021)
Denis S Goldobin, Irina V Tyulkina, Lyudmila S Klimenko, Arkady Pikovsky
Collective mode reductions for populations of coupled noisy oscillators. Chaos (Woodbury, N.Y.) 28 (10) (2018)

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