Igor Yusipov

Igor Yusipov

orcid

Research Focus & Metrics

Academic Career Length

9Years (2018-Present)

(Calculated once Scilit publication data is synced: current year − year of first publication + 1)

Representative Publications

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20 July 2018 in Physical Review B
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Journal Article
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IVI. Vakulchyk
I. Vakulchyk
IYIgor Yusipov
Igor Yusipov
MIMikhail Ivanchenko
Mikhail Ivanchenko
SFSergej Flach
Sergej Flach
SDSergiy Denysov
Sergiy Denysov
Many-body localization (MBL) is a result of the balance between interference-based Anderson localization and many-body interactions in a high-dimensional Fock space. It is expected that dissipation is blurring interference and destroying that balance so that the asymptotic state of a system with an MBL Hamiltonian does not bear localization signatures. This is evidently true in the case of local dephasing which drives any system into an infinite-temperature state. We demonstrate, by using a set of dissipative operators, where each one is acting nontrivially on a pair of neighboring sites (or spins), that an MBL system can be brought into a Hamiltonian-specific steady state. The difference between ergodic and MBL Hamiltonians can be seen in statistics of imbalance, entanglement entropy, and level spacing of the steady-state density operator. By introducing pairwise dissipative operators into an MBL system already exposed to dephasing, these localization signatures can be restored.

2 March 2022 in GeroScience
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Journal Article
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IYIgor Yusipov
Igor Yusipov
EKElena Kondakova
Elena Kondakova
AKAlena Kalyakulina
Alena Kalyakulina
MKMikhail Krivonosov
Mikhail Krivonosov
NLNadezhda Lobanova
Nadezhda Lobanova
MIMikhail Ivanchenko
Mikhail Ivanchenko

14 July 2024 in Ageing Research Reviews
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Journal Article
Closed access
IYIgor Yusipov
Igor Yusipov
AKAlena Kalyakulina
Alena Kalyakulina
ATArseniy Trukhanov
Arseniy Trukhanov
CFClaudio Franceschi
Claudio Franceschi
MIMikhail Ivanchenko
Mikhail Ivanchenko

Verified
Journal Article
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AKAlena Kalyakulina
Alena Kalyakulina
IYIgor Yusipov
Igor Yusipov
ATArseniy Trukhanov
Arseniy Trukhanov
CFClaudio Franceschi
Claudio Franceschi
Alexey MoskalevAlexey Moskalev
Alexey Moskalev
MIMikhail Ivanchenko
Mikhail Ivanchenko
We present EpInflammAge, an explainable deep learning tool that integrates epigenetic and inflammatory markers to create a highly accurate, disease-sensitive biological age predictor. This novel approach bridges two key hallmarks of aging—epigenetic alterations and immunosenescence. First, epigenetic and inflammatory data from the same participants was used for AI models predicting levels of 24 cytokines from blood DNA methylation. Second, open-source epigenetic data (25 thousand samples) was used for generating synthetic inflammatory biomarkers and training an age estimation model. Using state-of-the-art deep neural networks optimized for tabular data analysis, EpInflammAge achieves competitive performance metrics against 34 epigenetic clock models, including an overall mean absolute error of 7 years and a Pearson correlation coefficient of 0.85 in healthy controls, while demonstrating robust sensitivity across multiple disease categories. Explainable AI revealed the contribution of each feature to the age prediction. The sensitivity to multiple diseases due to combining inflammatory and epigenetic profiles is promising for both research and clinical applications. EpInflammAge is released as an easy-to-use web tool that generates the age estimates and levels of inflammatory parameters for methylation data, with the detailed report on the contribution of input variables to the model output for each sample.

1 April 2022 in Chaos: An Interdisciplinary Journal of Nonlinear Science
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Journal Article
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IYIgor Yusipov
Igor Yusipov
MIMikhail Ivanchenko
Mikhail Ivanchenko
The agenda of dissipative quantum chaos is to create a toolbox that would allow us to categorize open quantum systems into “chaotic” and “regular” ones. Two approaches to this categorization have been proposed recently. One of them is based on the spectral properties of generators of open quantum evolution. The other one utilizes the concept of Lyapunov exponents to analyze quantum trajectories obtained by unraveling this evolution. By using two quantum models, we relate the two approaches and try to understand whether there is an agreement between the corresponding categorizations. Our answer is affirmative.

19 October 2022 in GigaScience
Verified
Journal Article
Open access
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AKAlena Kalyakulina
Alena Kalyakulina
IYIgor Yusipov
Igor Yusipov
MBMaria Giulia Bacalini
Maria Giulia Bacalini
CFClaudio Franceschi
Claudio Franceschi
MVMaria V. Vedunova
Maria V. Vedunova
MIMikhail Ivanchenko
Mikhail Ivanchenko
Background: DNA methylation has a significant effect on gene expression and can be associated with various diseases. Meta-analysis of available DNA methylation datasets requires development of a specific workflow for joint data processing. Results: We propose a comprehensive approach of combined DNA methylation datasets to classify controls and patients. The solution includes data harmonization, construction of machine learning classification models, dimensionality reduction of models, imputation of missing values, and explanation of model predictions by explainable artificial intelligence (XAI) algorithms. We show that harmonization can improve classification accuracy by up to 20% when preprocessing methods of the training and test datasets are different. The best accuracy results were obtained with tree ensembles, reaching above 95% for Parkinson’s disease. Dimensionality reduction can substantially decrease the number of features, without detriment to the classification accuracy. The best imputation methods achieve almost the same classification accuracy for data with missing values as for the original data. XAI approaches have allowed us to explain model predictions from both populational and individual perspectives. Conclusions: We propose a methodologically valid and comprehensive approach to the classification of healthy individuals and patients with various diseases based on whole-blood DNA methylation data using Parkinson’s disease and schizophrenia as examples. The proposed algorithm works better for the former pathology, characterized by a complex set of symptoms. It allows to solve data harmonization problems for meta-analysis of many different datasets, impute missing values, and build classification models of small dimensionality.