Author

M. D. Gasparyan

Centre National de la Recherche ScientifiqueORCID 0000-0001-7813-9086Unclaimed ORCID profile · follow to get notified of new preprints

Biology Disciplines

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Systems Biology· 3

Signature Assays, Organisms & Methods

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Approach:statistical model· 3 Research Focus:benchmarking· 2 Approach:optimal transport· 1 Research Focus:software / tool· 1

Frequent Co-Authors

Ovidiu RadulescuiD· 3 shared Upinder S. BhallaiD· 3 shared Alexandre TributiD· 1 shared G. V. HarshaRaniiD· 1 shared Nisha Ann Viswan· 1 shared Satya Tamby· 1 shared Shodhan RaoiD· 1 shared

Activity by Year

2024-2026 · peak 1/yr

Co-Author Collaboration Network

7 top collaborators · 13 mutual co-author links

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3 shared papersSystems Biology

Ovidiu RadulescuORCID

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3 papers

Recent·Most cited

Systems BiologyBulletin of Mathematical BiologyPeer-reviewedMay 16, 2026

Laplacian Dynamics and Kron Reduction in Species-Reaction Graphs of Chemical Reaction Networks

M. D. Gasparyan, Upinder S. Bhalla, Ovidiu Radulescu, Shodhan Rao

The paper introduces a method using Laplacian matrices and Kron reduction to simplify and analyze chemical reaction networks by modeling them as species-reaction graphs.

DOI 10.1007/s11538-026-01651-1

statistical model

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Systems BiologyIEEE Transactions on Computational Biology and BioinformaticsPeer-reviewedDec 19, 2025

Automated hierarchical block decomposition of biochemical networks

M. D. Gasparyan, Satya Tamby, G. V. HarshaRani…·Ovidiu Radulescu

This paper introduces an algorithm for hierarchical decomposition of biochemical networks using causality and information flow, demonstrating computational efficiency and scalability through benchmarking.

DOI 10.1109/tcbbio.2025.3646219

statistical modelbenchmarking

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Systems BiologybioRxivPreprintAug 6, 2024

Hierarchical optimization of biochemical networks

Nisha Ann Viswan, Alexandre Tribut, M. D. Gasparyan…·Upinder S. Bhalla

The paper introduces HOSS, a hierarchical optimization framework for biochemical networks, which improves model efficiency and reusability by breaking down complex systems into modular, progressively optimized components.

3 citations

statistical modeloptimal transport

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