Theory for sequence selection via phase separation and oligomerization

I Ivar S. Haugerud (Faculty of Mathematics, Institute of Physics, Natural Sciences, and Engineering) G Giacomo Bartolucci (Faculty of Mathematics, Institute of Physics, Natural Sciences, and Engineering) D Dieter Braun (Systems Biophysics and Center of Nanoscience) C Christoph A. Weber (Faculty of Mathematics, Natural Science, and Materials Engineering, Institute of Physics, University of Augsburg, Universitätsstr. 1, Augsburg 86159, Germany)

Abstract

Nonequilibrium selection pressures were proposed for forming oligonucleotides with rich functionalities encoded in their sequences, such as catalysis. Since phase separation was shown to direct various chemical processes, we ask whether condensed phases can provide mechanisms for sequence selection. To answer this question, we use nonequilibrium thermodynamics and describe the reversible oligomerization of different monomers to sequences at nondilute conditions prone to phase separation. We find that as sequences form, their interactions can trigger phase separation, which in turn enriches some sequences while depleting others. Our main result is that phase separation creates a selection pressure leading to specific sequence patterns when fragmentation maintains the system away from equilibrium. When fragmentation is slow, alternating sequences that interact more cooperatively with their surroundings are preferred. When fragmentation is fast, sequences with longer repeating motifs capable of more specific interactions are selected instead. Our finding that out-of-equilibrium condensed phases can provide a selection mechanism highlights their potential as versatile hubs for the evolution of functional sequences, a question relevant to the molecular origin of life and de novo life.

Article Details

Volume / Issue Vol. 123, Issue 5
Published February 03, 2026
ISSN 0027-8424
Publisher National Academy of Sciences

Authors (4)

I

Ivar S. Haugerud

Faculty of Mathematics, Institute of Physics, Natural Sciences, and Engineering

G

Giacomo Bartolucci

Faculty of Mathematics, Institute of Physics, Natural Sciences, and Engineering

D

Dieter Braun

Systems Biophysics and Center of Nanoscience

C

Christoph A. Weber

Faculty of Mathematics, Natural Science, and Materials Engineering, Institute of Physics, University of Augsburg, Universitätsstr. 1, Augsburg 86159, Germany