Skein modules and the noncommutative torus C Frohman, R Gelca
Transactions of the American Mathematical Society 352 (10), 4877-4888, 2000
189 2000 Understanding the Kauffman bracket skein module D Bullock, C Frohman, J Kania-Bartoszyńska
Journal of knot theory and its ramifications 8 (03), 265-277, 1999
121 1999 The A-polynomial from the noncommutative viewpoint C Frohman, R Gelca, W Lofaro
Transactions of the American Mathematical Society 354 (2), 735-747, 2002
120 2002 Unicity for representations of the Kauffman bracket skein algebra C Frohman, J Kania-Bartoszynska, T Lê
Inventiones mathematicae 215, 609-650, 2019
69 2019 Deforming representations of knot groups inSU (2) CD Frohman, EP Klassen
Commentarii Mathematici Helvetici 66 (1), 340-361, 1991
43 1991 Topological interpretations of lattice gauge field theory D Bullock, C Frohman, J Kania-Bartoszyńska
Communications in mathematical physics 198, 47-81, 1998
35 1998 The ordering theorem for the ends of properly embedded minimal surfaces C Frohman, WH Meeks III
Topology 36 (3), 605-618, 1997
35 1997 The topological uniqueness of triply periodic minimal surfaces in C Frohman
Journal of Differential Geometry 31 (1), 277-283, 1990
33 1990 SU (3)-skein algebras and webs on surfaces C Frohman, AS Sikora
Mathematische Zeitschrift 300 (1), 33-56, 2022
32 2022 The Topological Uniqueness of Complete One-Ended Minimal Surfaces and Heegaard Surfaces in R3 C Frohman, WH Meeks III
Journal of the American Mathematical Society, 495-512, 1997
32 1997 Unstable minimal surfaces and Heegaard splittings C Frohman, J Hass
Inventiones mathematicae 95 (3), 529-540, 1989
29 1989 The localized skein algebra is Frobenius N Abdiel, C Frohman
Algebraic & geometric topology 17 (6), 3341-3373, 2017
28 2017 The Alexander polynomial via topological quantum field theory C Frohman, A Nicas
Differential Geometry, Global Analysis, and Topology, Canadian Math. Soc …, 1991
28 1991 One-sided incompressible surfaces in Seifert fibered spaces C Frohman
Topology and its Applications 23 (2), 103-116, 1986
27 1986 A quantum obstruction to embedding C Frohman, J Kania-Bartoszyńska
Mathematical Proceedings of the Cambridge Philosophical Society 131 (2), 279-293, 2001
26 2001 Unitary representations of knot groups C Frohman
Topology (Oxford) 32 (1), 121-144, 1993
26 1993 Some amalgam structures for Bianchi groups C Frohman, B Fine
Proceedings of the American Mathematical Society 102 (2), 221-229, 1988
26 1988 A note on the Bar-Natan skein module M Asaeda, C Frohman
International Journal of Mathematics 18 (10), 1225-1243, 2007
24 2007 Subunits of the extracellular hemoglobin of Tubifex tubifex SN Vinogradov, SL Hersey, C Frohman Jr, OH Kapp
Biochimica et Biophysica Acta (BBA)-Protein Structure 578 (1), 216-222, 1979
24 1979 so (3) $-Topological quantum field theory C Frohman, J Kania-Bartoszyńska
Communications in analysis and geometry 4 (4), 589-679, 1996
23 1996 
Thang LeProfessor of Mathematics, Georgia Institute of TechnologyDirección de correo verificada de math.gatech.edu
