Publications:
7) S. Garoufalidis, M. Harper, R. Kashaev, B.-M. Kohli, J. Song, G. Tahar:
Skein theory for the Links-Gould polynomial.
arxiv.org/abs/2505.19251
6) S. Garoufalidis, M. Harper, B.-M. Kohli, J. Song, G. Tahar:
Extending knot polynomials of braided Hopf algebras to links.
arxiv.org/abs/2505.01398
5) F. Costantino, M. Harper, A. Robertson, M. B. Young:
Non-semisimple topological field theory and \widehat{Z}-invariants from osp(1|2).
4) M. Harper, P. Samuelson:
The Temperley-Lieb tower and the Weyl algebra.
Journal of the London Mathematical Society (to appear) & arxiv.org/abs/2401.02545
3) M. Harper:
A non-abelian generalization of the Alexander polynomial from quantum sl3.
arxiv.org/abs/2008.06983
2) M. Harper:
Seifert-Torres type formulas for the Alexander polynomial from quantum sl2.
Topology and its Applications (2022) & arxiv.org/abs/1911.00646
1) M. Harper:
Verma modules for restricted quantum groups at a fourth root of unity.
arxiv.org/abs/1911.00641
Main current projects:
On the quantum A2 invariant for positive links.
(with E. Kalfagianni)
On the colored Links-Gould polynomials and the V_n polynomials of knots.
(with S. Garoufalidis, R. Kashaev, B.-M. Kohli, E. Wagner)
Turaev-Viro Invariants for Oq(SL2) at roots of unity.
(with F. Bonahon)
On Hopf ideals, integerality, and automorphisms of quantum groups at roots of unity.
(with T. Kerler)
Undergraduate Publications:
5) S. J. Q. Robinson, C. Fan, M. Harper, L. Zamick:
On the vibrational model of 92-Pd and comparison with 48-Cr.
International Journal of Modern Physics E (2021)
4) L. Zamick, Y. Y. Sharon, S. J. Q. Robinson, M. Harper:
Consequences of omitting spin-orbit partner configurations for B(E2) values and quadrupole moments in nuclei.
Physical Review C (2015)
3) M. Harper, L. Zamick:
Scissors mode from a different perspective.
Physical Review C (2015)
2) L. Zamick, M. Harper:
Wave functions of the Q · Q interaction in terms of unitary 9-j coefficients.
Physical Review C (2015)
1) M. Harper, L. Zamick:
J = 0, T = 1 pairing-interaction selection rules.
Physical Review C (2015)