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mathematical area of knot theory, a
Reidemeister move is any of
three local moves on a link diagram. Kurt
Reidemeister (1927) and, independently,
James Waddell...
- Kurt
Werner Friedrich Reidemeister (13
October 1893 – 8 July 1971) was a
mathematician born in
Braunschweig (Brunswick), Germany. He was a
brother of Marie...
- mathematics,
Reidemeister torsion (or R-torsion, or
Reidemeister–Franz torsion) is a
topological invariant of
manifolds introduced by Kurt
Reidemeister (Reidemeister...
- knots, J. W.
Alexander and
Garland Baird Briggs, and
independently Kurt
Reidemeister,
demonstrated that two knot
diagrams belonging to the same knot can be...
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diagram of L {\displaystyle L} by the
three Reidemeister moves.
Invariance under type II and III
Reidemeister moves follows from
invariance of the bracket...
-
quandles are sets with
binary operations satisfying axioms analogous to the
Reidemeister moves used to mani****te knot diagrams.
While mainly used to
obtain invariants...
-
different Reidemeister torsion.
Suppose further that the
modification into L 1 ′ , L 2 ′ {\displaystyle L'_{1},L'_{2}} does not
affect Reidemeister torsion...
-
Marie Neurath, born
Marie Reidemeister (27 May 1898 – 10
October 1986), was a
German designer,
social scientist and author.
Neurath was a
member of the...
-
ambient isotopy of the plane) are
called Reidemeister moves.
Reidemeister move 1
Reidemeister move 2
Reidemeister move 3 The
simplest knot,
called the unknot...
- is not
isotopic to the unknot. In particular,
there is no
sequence of
Reidemeister moves that will
untie a trefoil.
Proving this
requires the construction...
