Search results for "knottin"

showing 2 items of 2 documents

The Crystal Structure of Gurmarin, a Sweet Taste–Suppressing Protein: Identification of the Amino Acid Residues Essential for Inhibition

2018

International audience; Gurmarin is a highly specific sweet-taste suppressing protein in rodents that is isolated from the Indian plant Gymnemasylvestre. Gurmarin consists of 35 amino acid residues containing three intramolecular disulfide bridges that form a cystine knot. Here, we report the crystal structure of gurmarin at a 1.45 Å resolution and compare it with previously reported NMR solution structures. The atomic structure at this resolution allowed us to identify a very flexible region consisting of hydrophobic residues. Some of these amino acid residues had been identified as a putative binding site for the rat sweet taste receptor in a previous study. By combining alanine-scanning …

0301 basic medicineProtein ConformationPhysiologyCrystal structureCrystallography X-Ray03 medical and health sciencesBehavioral NeuroscienceGPCRsweet tastetaste receptorPhysiology (medical)goût sucréAnimalsHumansG protein-coupled receptorAmino AcidsBinding siteReceptorNuclear Magnetic Resonance BiomolecularPlant ProteinsGurmarininhibiteur030102 biochemistry & molecular biologybiologyChemistryMutagenesisCystine knotGymnema sylvestreSweet tastebiology.organism_classificationRecombinant ProteinsSensory SystemsRats3. Good healthinhibitorHEK293 Cells030104 developmental biologyBiochemistryGymnema sylvestreknottin[SDV.AEN]Life Sciences [q-bio]/Food and NutritionHydrophobic and Hydrophilic InteractionsChemical Senses
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KNOTS WITH UNKNOTTING NUMBER ONE AND GENERALISED CASSON INVARIANT

1996

We extend the classical notion of unknotting operation to include operations on rational tangles. We recall the “classical” conditions (on the signature, linking form etc.) for a knot to have integral (respectively rational) unknotting number one. We show that the generalised Casson invariant of the twofold branched cover of the knot gives a further necessary condition. We apply these results to some Montesinos knots and to knots with less than nine crossings.

CombinatoricsAlgebra and Number TheoryKnot (unit)Unknotting numberMathematics::Geometric TopologyCasson invariantMathematicsKnot theoryFinite type invariantJournal of Knot Theory and Its Ramifications
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