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Protein Folding01:22

Protein Folding

Overview
Protein Folding01:25

Protein Folding

Proteins are chains of amino acids linked together by peptide bonds. Upon synthesis, a protein folds into a three-dimensional conformation, critical to its biological function. Interactions between its constituent amino acids guide protein folding, and hence the protein structure is primarily dependent on its amino acid sequence.
Protein Structure Is Critical to Its Biological Function
Proteins perform a wide range of biological functions such as catalyzing chemical reactions, providing...
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Protein and Protein Structure02:15

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Proteins are one of the most abundant organic molecules in living systems and have the most diverse range of functions of all macromolecules. Proteins may be structural, regulatory, contractile, or protective. They may serve in transport, storage, or membranes; or they may be toxins or enzymes. Their structures, like their functions, vary greatly. They are all, however, amino acid polymers arranged in a linear sequence.
A protein's shape is critical to its function. For example, an enzyme can...
Protein Organization01:13

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Protein Organization01:24

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Proteins are polymers of amino acid residues. They are versatile and responsible for different cellular functions, including DNA replication, molecular transport, catalysis, and structural support. Proteins have a hierarchical structure comprising at least three levels of organization: primary, secondary, and tertiary structure. Some large proteins have a quaternary structure where individual protein subunits are linked together.
The primary structure of a protein is its amino acid sequence.

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Updated: May 27, 2026

Protein WISDOM: A Workbench for In silico De novo Design of BioMolecules
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Published on: July 25, 2013

Knot theory in understanding proteins.

Rama Mishra1, Shantha Bhushan

  • 1IISER, Pune, India. r.mishra@iiserpune.ac.in

Journal of Mathematical Biology
|November 23, 2011
PubMed
Summary

Mathematicians can use knot theory to understand protein structures. This study explores how knot theory advances help analyze protein backbone knotting and offers open questions for further protein research.

Area of Science:

  • Interdisciplinary research bridging mathematics and molecular biology.
  • Focus on topology, knot theory, and protein science.

Background:

  • Proteins can exhibit complex knotted structures.
  • Understanding these knots is crucial for protein function and dynamics.

Purpose of the Study:

  • To encourage mathematicians, particularly topologists and knot theorists, to investigate protein-related problems.
  • To highlight the relevance of knot theory advancements to protein studies.
  • To present open questions in knot theory with potential applications in protein science.

Main Methods:

  • Review of existing literature on knot theory and its applications to biopolymers.
  • Discussion of topological concepts relevant to protein backbone knotting.
  • Identification of key breakthroughs in knot theory applicable to protein structure analysis.

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Main Results:

  • Demonstration of how specific knot theory concepts and advances can elucidate protein knotting phenomena.
  • Detailed examination of the knotting of the protein backbone.
  • Identification of areas where mathematical insights can advance biological understanding.

Conclusions:

  • Knot theory provides powerful tools for analyzing complex protein structures.
  • Further mathematical investigation into protein knotting can yield significant biological insights.
  • Open problems in knot theory are proposed to guide future research at the interface of mathematics and protein science.