\begin{thebibliography}{CDM}
\backrefparscanfalse\renewcommand*\backref[1]{See pp.~#1.}%
\renewcommand*\backrefalt[4]{\ifcase #1\or In page #2.\else In pages #2.\fi}

% In abstract:
\bibitem[Al]{Alexander:TopologicalInvariants} J.~W.~Alexander,
  {\em Topological invariants of knots and links,}
  Trans.\ Amer.\ Math.\ Soc.\ {\bf 30} (1928) 275--306. \backrefprint

%\bibitem[Ar]{Archibald:Thesis} J.~Archibald,
%  {\em The Multivariable Alexander Polynomial on Tangles,}
%  Ph.D.\ thesis, University of Toronto, 2010, \web{Arc}.
%  \backrefprint

\bibitem[BN1]{Bar-Natan:OnVassiliev} D.~Bar-Natan,
  \href{http://www.math.toronto.edu/~drorbn/LOP.html#OnVassiliev}{{\em
    On the Vassiliev knot invariants,}}
  Topology {\bf 34} (1995) 423--472. \backrefprint

\bibitem[BN2]{Bar-Natan:PolyPoly} D.~Bar-Natan,
  \href{http://www.math.toronto.edu/drorbn/LOP.html#Polynomial}
    {{\em Polynomial Invariants are Polynomial,}}
  Mathematical Research Letters {\bf 2} (1995) 239--246, \arXiv{q-alg/9606025}.
  \backrefprint

\bibitem[BN3]{KBH} D.~Bar-Natan,
  {\em
    \href{http://www.math.toronto.edu/~drorbn/papers/KBH/}{Balloons and
      Hoops and their Universal Finite Type Invariant, BF
      Theory, and an Ultimate Alexander Invariant,}
  }
  Acta Mathematica Vietnamica {\bf 40-2} (2015) 271--329, \arXiv{1308.1721}.
  \backrefprint

\bibitem[BN4]{WKO4} D.~Bar-Natan,
  {\em Finite Type Invariants of W-Knotted Objects IV: Some Computations}
  in preparation, \url{http://drorbn.net/AcademicPensieve/Projects/WKO4},
  \arXiv{1511.05624}. \backrefprint

\bibitem[BN5]{Talk:Dogma} D.~Bar-Natan,
  {\em The Dogma is Wrong,}
  talk at
  \href{http://www.cimi.univ-toulouse.fr/inv3d/en/quantum-topology-and-geometry-toulouse}{\em
  Quantum Topology and
  Geometry in Toulouse}, May 2017. Handout and video
  \web{Dogma}. \backrefprint

\bibitem[BND1]{WKO1} D.~Bar-Natan and Z.~Dancso,
  \href
    {http://drorbn.net/AcademicPensieve/Projects/WKO1}
    {{\em Finite Type Invariants of W-Knotted Objects I: W-Knots and the
      Alexander Polynomial,}}
  Alg.\ and Geom.\ Top.\ {\bf 16-2} (2016) 1063--1133,
  \arXiv{1405.1956}. \backrefprint

\bibitem[BND2]{WKO2} D.~Bar-Natan and Z.~Dancso,
  \href
    {http://drorbn.net/AcademicPensieve/Projects/WKO2}
    {{\em Finite Type Invariants of W-Knotted Objects II: Tangles and
      the Kashiwara-Vergne Problem,}}
  Math.\ Ann.\ {\bf 367} (2017) 1517--1586,
  \arXiv{1405.1955}. \backrefprint

\bibitem[BND3]{WKO3} D.~Bar-Natan and Z.~Dancso,
  {\em Finite Type Invariants of W-Knotted Objects III: Double Tree
    Construction,}
  \url{http://drorbn.net/AcademicPensieve/Projects/WKO3} (in preparation).
  \backrefprint

\bibitem[BNS]{Bar-NatanSelmani:MetaMonoids} D.~Bar-Natan and S.~Selmani,
  {\em Meta-Monoids, Meta-Bicrossed Products, and the Alexander
    Polynomial,}
  J.\ of Knot Theory and its Ramifications {\bf 22-10} (2013),
  \arXiv{1302.5689}. \backrefprint

%\bibitem[BNVDV]{Self} D.~Bar-Natan and Roland van der Veen,
%  {\em A Poly-Time Knot Polynomial Via Solvable Approximation,}
%  (self-reference), paper and related files at
%  \url{http://drorbn.net/AcademicPensieve/Projects/PPSA}. The
%  \arXiv{????.?????} edition may be older. \backrefprint

\bibitem[CDM]{ChmutovDuzhinMostovoy:Vassiliev} S.~Chmutov, S.~Duzhin, and J.~Mostovoy,
  {\em Introduction to Vassiliev Knot Invariants,}
  Cambridge University Press, Cambridge UK, 2012. \backrefprint

\bibitem[ES]{EtingofSchiffman:QuantumGroups} P.~Etingof and O.~Schiffman,
  {\em Lectures on Quantum Groups,}
  International Press, Boston, 1998. \backrefprint

\bibitem[Gi]{Gilmore:LieGroups} R.~Gilmore,
  {\em Lie Groups, Lie Algebras, and Some of Their Applications,}
  Wiley, 1974. \backrefprint

\bibitem[Ha]{Hanno:1219971} Hanno,
  {\em Why are Lie algebras ``rigid'' objects,}
  Mathematics Stack Exchange, \url{https://math.stackexchange.com/a/1219971}, retrieved 2017-07-17.
  \backrefprint

\bibitem[IW]{InonuWigner:ContractionOfGroups} E.~Inonu and E.~P.~Wigner,
  {\em On the Contraction of Groups and their Representations,}
  Proc.\ Nat.\ Acad.\ Sci.\ {\bf 39} (1953) 510--524. \backrefprint

\bibitem[Ka]{Kauffman:RotationalVirtualKnots} L.~H.~Kauffman,
  {\em Rotational Virtual Knots and Quantum Link Invariants,}
  \arXiv{1509.00578}. \backrefprint

\bibitem[Ki]{Kirillov:OrbitMethod} A.~A.~Kirillov,
  {\em Lectures on the Orbit Method,}
  Grad.\ Stud.\ in Math.\ {\bf 64}, Amer.\ Math.\ Soc., Providence, 2004. \backrefprint

%\bibitem[KLW]{KirkLivingstonWang:Gassner} P.~Kirk, C.~Livingston, and Z.~Wang,
%  {\em The Gassner Representation for String Links,}
%  Comm.\ Cont.\ Math.\ {\bf 3} (2001) 87--136, \arXiv{math/9806035}.
%  \backrefprint

%\bibitem[LD]{LeDimet:Gassner} J.~Y.~Le Dimet,
%  {\em Enlacements d'Intervalles et Repr\'esentation de Gassner,}
%  Comment.\ Math.\ Helv.\ {\bf 67} (1992) 306--315. \backrefprint

\bibitem[NW]{NappiWitten:Nonsemisimple} C.~R.~Nappi and E.~Witten,
  {\em Wess-Zumino-Witten Model Based on Nonsemisimple Group,}
  Phys.\ Rev.\ Lett.\ {\bf 71-23} (1993) 3751--3753. \backrefprint

\bibitem[Ng]{Ng:Ribbon} K.~Y.~Ng,
  {\em Groups of ribbon knots,}
  Topology {\bf 37} (1998) 441--458, \arXiv{q-alg/9502017} (with an
  addendum at \arXiv{math.GT/0310074}). \backrefprint

\bibitem[Oh]{Ohtsuki:QuantumInvariants} T.~Ohtsuki,
  {\em Quantum Invariants,}
  Series on Knots and Everything {\bf 29}, World Scientific 2002. \backrefprint

% In abstract:
\bibitem[Ov]{Overbay:Thesis} A.~Overbay,
  {\em Perturbative Expansion of the Colored Jones Polynomial,}
  University of North Carolina PhD thesis, \web{Ov}.
  \backrefprint

% In abstract:
\bibitem[Ro1]{Rozansky:Flat1} L.~Rozansky,
  {\em A contribution of the trivial flat connection to the Jones
    polynomial and Witten's invariant of 3d manifolds, I,}
  Comm.\ Math.\ Phys.\ {\bf 175-2} (1996) 275--296, \arXiv{hep-th/9401061}.
  \backrefprint

% In abstract:
\bibitem[Ro2]{Rozansky:Burau} L.~Rozansky,
  {\em The Universal $R$-Matrix, Burau Representation and the Melvin-Morton
    Expansion of the Colored Jones Polynomial,}
  Adv.\ Math.\ {\bf 134-1} (1998) 1--31, \arXiv{q-alg/9604005}.
  \backrefprint

% In abstract:
\bibitem[Ro3]{Rozansky:U1RCC} L.~Rozansky,
  {\em A Universal $U(1)$-RCC Invariant of Links and Rationality Conjecture,}
  \arXiv{math/0201139}.
  \backrefprint

\bibitem[St]{Stoimenow:Unknotting} A.~Stoimenow,
  {\em Vassiliev Invariants and Rational Knots of Unknotting Number One,}
  Topology {\bf 42-1} (2003) 227--241, \arXiv{math/9909050}. \backrefprint

\bibitem[Wo]{Wolfram:Mathematica} 
  {\em Wolfram Language \& System Documentation Center,}
  \web{Wolf}. \backrefprint

\end{thebibliography}