A novel knot found in the SET domain is examined in the light of five recent crystal structures and their descriptions in the literature. Using the algorithm of Taylor it was established that the backbone chain does not form a true knot. However, only two crosslinks corresponding to hydrogen-bonds were needed to form a knotted structure. Such loosely knotted structures formed by hydrogen-bonded crosslinks were assessed as lying between covalent crosslinks (such as disulphide bonds) and threaded-loops which are formed by close (unbonded) contact's between different parts of the chain. The term pseudo-knot was introduced (from the RNA field) to distinguish hydrogen-bonded 'knots'. (C) 2002 Elsevier Science Ltd. All rights reserved.
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Univ St Thomas, Dept Math, St Paul, MN 55105 USAUniv St Thomas, Dept Math, St Paul, MN 55105 USA
Rawdon, Eric J.
Millett, Kenneth C.
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Univ Calif Santa Barbara, Dept Math, Santa Barbara, CA 93106 USAUniv St Thomas, Dept Math, St Paul, MN 55105 USA
Millett, Kenneth C.
Sulkowska, Joanna I.
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Univ Calif San Diego, Ctr Theoret Biol Phys, San Diego, CA 92037 USA
Univ Warsaw, Fac Chem, PL-02093 Warsaw, PolandUniv St Thomas, Dept Math, St Paul, MN 55105 USA
Sulkowska, Joanna I.
Stasiak, Andrzej
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Univ Lausanne, Ctr Integrat Genom, CH-1015 Lausanne, SwitzerlandUniv St Thomas, Dept Math, St Paul, MN 55105 USA