A. Golubev

发表

Random discrete competing events vs. dynamic bistable switches in cell proliferation in differentiation.

A. Golubev, 2010, Journal of theoretical biology.

An in silico investigation into the causes of telomere length heterogeneity and its implications for the Hayflick limit.

A. Golubev, S. Khrustalev, A. Butov, 2003, Journal of theoretical biology.

Does Makeham Make Sense?

A. Golubev, A. Golubev, 2004, Biogerontology.

Transition probability in cell proliferation, stochasticity in cell differentiation, and the restriction point of the cell cycle in one package.

A. Golubev, 2012, Progress in biophysics and molecular biology.

Genes at work in random bouts

A. Golubev, 2012, BioEssays : news and reviews in molecular, cellular and developmental biology.

Non-enzymatic molecular damage as a prototypic driver of aging

V. Gladyshev, A. Hanson, A. Golubev, 2017, The Journal of Biological Chemistry.

Study of excited Ξ baryons with the PANDA detector

P. P. Natali, M. Kunze, G. Lancioni, 2021 .

Study of excited $$\varvec{\varXi }$$ baryons with the $$\overline{\text{ P }}$$ANDA detector

P. P. Natali, M. Kunze, G. Lancioni, 2021 .

How could the Gompertz-Makeham law evolve.

A. Golubev, 2009, Journal of theoretical biology.

Applying parametric models to survival data: tradeoffs between statistical significance, biological plausibility, and common sense

V. Anisimov, A. Golubev, V. Anisimov, 2018, Biogerontology.

A Tale of Two Concepts: Harmonizing the Free Radical and Antagonistic Pleiotropy Theories of Aging.

V. Gladyshev, A. Hanson, A. Golubev, 2017, Antioxidants & redox signaling.

Exponentially modified Gaussian (EMG) relevance to distributions related to cell proliferation and differentiation.

A. Golubev, A Golubev, 2010, Journal of theoretical biology.

Study of excited Ξ baryons with the PANDA detector

P. P. Natali, M. Kunze, G. Lancioni, 2021 .

Exponentially Modified Peak Functions in Biomedical Sciences and Related Disciplines

A. Golubev, A. Golubev, 2017, Comput. Math. Methods Medicine.

Applying parametric models to survival data: tradeoffs between statistical significance, biological plausibility, and common sense

V. Anisimov, A. Golubev, A. Panchenko, 2018, Biogerontology.

Applications and implications of the exponentially modified gamma distribution as a model for time variabilities related to cell proliferation and gene expression.

A. Golubev, 2016, Journal of theoretical biology.

Non-enzymatic molecular damage as a prototypic driver of aging

V. Gladyshev, A. Hanson, A. Golubev, 2017, The Journal of Biological Chemistry.

Applications and implications of the exponentially modified gamma distribution as a model for time variabilities related to cell proliferation and gene expression.

A. Golubev, 2016, Journal of theoretical biology.

An underappreciated peculiarity of late-life human mortality kinetics assessed through the lens of a generalization of the Gompertz-Makeham law

A. Golubev, 2023, Biogerontology.