AUTHOR=Hsu Shang-Te Danny , Lee Yun-Tzai Cloud , Mikula Kornelia M. , Backlund Sofia M. , Tascón Igor , Goldman Adrian , Iwaï Hideo TITLE=Tying up the Loose Ends: A Mathematically Knotted Protein JOURNAL=Frontiers in Chemistry VOLUME=9 YEAR=2021 URL=https://www.frontiersin.org/journals/chemistry/articles/10.3389/fchem.2021.663241 DOI=10.3389/fchem.2021.663241 ISSN=2296-2646 ABSTRACT=
Knots have attracted scientists in mathematics, physics, biology, and engineering. Long flexible thin strings easily knot and tangle as experienced in our daily life. Similarly, long polymer chains inevitably tend to get trapped into knots. Little is known about their formation or function in proteins despite >1,000 knotted proteins identified in nature. However, these protein knots are not mathematical knots with their backbone polypeptide chains because of their open termini, and the presence of a “knot” depends on the algorithm used to create path closure. Furthermore, it is generally not possible to control the topology of the unfolded states of proteins, therefore making it challenging to characterize functional and physicochemical properties of knotting in any polymer. Covalently linking the amino and carboxyl termini of the deeply trefoil-knotted YibK from