RT Journal Article T1 On the character variety of group representations in SL(2,C) and PSL(2,C) A1 González Acuña, Francisco Javier A1 Montesinos Amilibia, José María PB Springer SN 0025-5874 YR 1993 FD 1993 LK https://hdl.handle.net/20.500.14352/58628 UL https://hdl.handle.net/20.500.14352/58628 LA eng NO Burde, G.: SU(2)-representation spaces for two-bridge knot groups. Math. Ann.288, 103–119 (1990)Culler, M.: Lifting Representations to Covering Groups. Adv. Math.59, 64–70 (1986)Culler, M., Shalen, P.B.: Varieties of group representations and splitting of 3-manifolds. Ann. Math.117, 109–146 (1983) Helling, H.: Diskrete Untergruppen in SL2 (ℝ). Invent. Math.17, 217–229 (1972) Hilden, H., Lozano, M.T., Montesinos-Amilibia, J.M.: The arithmeticity of the figure eight knot orbifolds. In: Apanasov, B., Neumann, W.D., Reid, A.W., Siebenmann, L. (eds.) Topology '90, pp. 169–183. Berlin New York: de Gruyter 1992Hilden, H., Lozano, M.T., Montesinos-Amilibia, J.M.: A characterization of arithmetic subgroups of SL(2, ℝ) and SL(2, ℂ). Math. Nachr.159, 245–270 (1992)Hilden, H., Lozano, M.T., Montesinos-Amilibia, J.M.: On the arithmetic 2-bridge knot & link orbifolds. (Preprint)Magnus, W.: Rings of Fricke characters and automorphism groups of free groups. Math. Z.170, 91–103 (1980) CrossRefVogt, H.: Sur les invariants fondamentaux des équations différentielles linéaires du second ordre. Ann. Sci. Écol. Norm. Supér., III. Sér.6, 3–72 (1889)Whittemore, A.: On representation of the group of Listing's knot by subgroups of PSL(2, ℂ). Proc. Am. Math. Soc.40, 378–382 (1973) NO DGICYT DS Docta Complutense RD 3 may 2024