activity
19972022
most citedQuantum spectral curves, quantum integrable systems and the geometric Langlands correspondence

78 citations · 266 across the 18 of their papers we have counts for

collaborators

19 papers

q-bio.QM2022★ 4 cited

Computational challenges of cell cycle analysis using single cell transcriptomics

Alexander Chervov, Andrei Zinovyev

The cell cycle is one of the most fundamental biological processes important for understanding normal physiology and various pathologies such as cancer. Single cell RNA sequencing…

stat.AP2020★ 48 cited

Trajectories, bifurcations and pseudotime in large clinical datasets: applications to myocardial infarction and diabetes data

Sergey E. Golovenkin, Jonathan Bac, Alexander Chervov +5

Large observational clinical datasets become increasingly available for mining associations between various disease traits and administered therapy. These datasets can be considere…

math.QA2012

Algebraic properties of Manin matrices II: q-analogues and integrable systems

A. Chervov, G. Falqui, V. Rubtsov +1

We study a natural q-analogue of a class of matrices with noncommutative entries, which were first considered by Yu. I. Manin in 1988 in relation with quantum group theory, (called…

math.QA2012★ 1 cited

Decomplexification of the Capelli identities and holomorphic factorization

Alexander Chervov

The Capelli identities claim for certain matrices with noncommutative entries. They have applications in representation theory and integrable sy…

math.QA2009★ 8 cited

Limits of Gaudin Systems: Classical and Quantum Cases

Alexander Chervov, Gregorio Falqui, Leonid Rybnikov

We consider the XXX homogeneous Gaudin system with sites, both in classical and the quantum case. In particular we show that a suitable limiting procedure for letting the poles…

math.QA2009★ 1 cited

Algebraic properties of Manin matrices 1

A. Chervov, G. Falqui, V. Rubtsov

We study a class of matrices with noncommutative entries, which were first considered by Yu. I. Manin in 1988 in relation with quantum group theory. They are defined as "noncommuta…