Pavel Alimov

Mr. Pavel Alimov

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Research Focus & Metrics

Academic Career Length

2Years (2025-Present)

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

Representative Publications

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9 September 2026 in Energies
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NZNIKITA ANDREEVICH ZYRYANOV
NIKITA ANDREEVICH ZYRYANOV
BLBulat Maratovich Latypov
Bulat Maratovich Latypov
IBIlya Barmin
Ilya Barmin
PAPavel Alimov
Pavel Alimov
PVPavel Dmitrievich Vavilov
Pavel Dmitrievich Vavilov
EYEvgeny Yudin
Evgeny Yudin
Fast full-field forecasting in petroleum reservoir simulation is important for field-development planning, well-control screening, uncertainty assessment, and production optimization, where many two-phase flow scenarios must be evaluated before final high-fidelity simulator verification. This study proposes a Coupled Multi-Physics Operator Learning (COMPOL)-based neural operator proxy with separate local–global Fourier neural operator branches for pressure and oil saturation, coupled through a Perceiver latent aggregation module. The model is trained on 2048 well configurations and evaluated on 512 disjoint held-out validation cases over a 20-step operational horizon generated with tNavigator. In this fixed-geology benchmark, the Coupled neural operator achieves the lowest error on three of the four reported physical metrics: well-level pressure error and both field- and well-level saturation errors. Transolver obtains the lowest full-field pressure error, indicating complementary strength on the smoother global pressure response. Qualitative maps show that the remaining errors are concentrated near wells and moving saturation fronts. A 30-case benchmark shows a 309× speedup over tNavigator. These results suggest that field-specific operator branches with compact pressure–saturation coupling are a promising proxy strategy within the studied setting.

1 December 2025 in Moscow University Physics Bulletin
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Journal Article
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PAPavel Alimov
Pavel Alimov
VGV. I. Gorikhovskii
V. I. Gorikhovskii
This paper presents a comprehensive analysis of training strategies for finite basis physics-informed neural networks (FBPINNs). We implement four distinct