Publications by authors named "Aleksandra I Jarmolinska"

The availability of 3D protein models is rapidly increasing with the development of structure prediction algorithms. With the expanding availability of data, new ways of analysis, especially topological analysis, of those predictions are becoming necessary. Here, we present the updated version of the AlphaKnot service that provides a straightforward way of analyzing structure topology.

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While the slipknot topology in proteins has been known for over a decade, its evolutionary origin is still a mystery. We have identified a previously overlooked slipknot motif in a family of two-domain membrane transporters. Moreover, we found that these proteins are homologous to several families of unknotted membrane proteins.

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Summary: The biggest hurdle in studying topology in biopolymers is the steep learning curve for actually seeing the knots in structure visualization. Knot_pull is a command line utility designed to simplify this process-it presents the user with a smoothing trajectory for provided structures (any number and length of protein, RNA or chromatin chains in PDB, CIF or XYZ format), and calculates the knot type (including presence of any links, and slipknots when a subchain is specified).

Availability And Implementation: Knot_pull works under Python >=2.

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At present, about half of the protein domain families lack a structural representative. However, in the last decade, predicting contact maps and using these to model the tertiary structure for these protein families have become an alternative approach to gain structural insight. At present, reliable models for several hundreds of protein families have been created using this approach.

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Direct coupling analysis (DCA) is a statistical modeling framework designed to uncover relevant molecular evolutionary relationships from biological sequences. Although DCA has been successfully used in several applications, mapping and visualizing of evolutionary couplings and direct information to a particular set of molecules requires multiple steps and could be prone to errors. DCA-MOL extends PyMOL functionality to allow users to interactively analyze and visualize coevolutionary residue-residue interactions between contact maps and structures.

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Article Synopsis
  • Knots in proteins are important for understanding their structure and function, especially in enzymes and DNA-binding proteins.
  • Our analysis of the Protein Data Bank has revealed new knotted structures, including unique mitochondrial proteins and a deeply embedded protein knot.
  • We propose new folding pathways for these knots, discuss how mitochondrial proteins fold during transport, and highlight the evolutionary origins of knotted membrane proteins and an innovative knotted DNA-binding protein.
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Article Synopsis
  • The KnotGenome server analyzes the topology of chromosome models using 3D coordinate files to identify prime and composite knots within single chromosomes and connections between them.
  • It provides a visual representation of knotting complexity through a matrix diagram, showing the knot types of both the complete polynucleotide chain and its subchains.
  • Users can also perform short molecular dynamics runs to relax the chromosome structure before analysis, and the server is freely accessible online at http://knotgenom.cent.uw.edu.pl/.
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Motivation: Over 25% of protein structures possess unresolved fragments. On the other hand, approximately 6% of protein chains have non-trivial topology (and form knots, slipknots, lassos and links). As the topology is fundamental for the proper function of proteins, modeling of topologically correct structures is decisive in various fields, including biophysics, biotechnology and molecular biology.

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Protein chains are known to fold into topologically complex shapes, such as knots, slipknots or complex lassos. This complex topology of the chain can be considered as an additional feature of a protein, separate from secondary and tertiary structures. Moreover, the complex topology can be defined also as one additional structural level.

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