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In this paper, we find new conjugacy invariants of $Sl(3,\mathbb{H})$. This result is a generalization of Foreman's result for $Sl(2,\mathbb{H})$.
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참고문헌 (8)
참고문헌 신청
H. Aslaksen / 1996 / Quaternionic determinants / Math. Intelligencer 18(3):57~65
B. Foreman / 2004 / Conjugacy invariants of Sl(2, H) / Linear Algebra Appl. 381:25~35
J. Kim / 2013 / Quaternionic hyperbolic Fuchsian groups / Linear Algebra Appl 438(9):3610~3617
S. Kim / 2016 / Complex and quaternionic hyperbolic Kleinian groups with real trace fields / J. Lond. Math. Soc. (2) 93(1):101~122
S. Kim / 2018 / A characterization of quaternionic Kleinian groups in dimension 2 with complex trace fields / Algebr. Geom. Topol 18(2):957~974
B. Foreman / 2004 / Conjugacy invariants of Sl(2, H) / Linear Algebra Appl. 381:25~35
J. Kim / 2013 / Quaternionic hyperbolic Fuchsian groups / Linear Algebra Appl 438(9):3610~3617
S. Kim / 2016 / Complex and quaternionic hyperbolic Kleinian groups with real trace fields / J. Lond. Math. Soc. (2) 93(1):101~122
S. Kim / 2018 / A characterization of quaternionic Kleinian groups in dimension 2 with complex trace fields / Algebr. Geom. Topol 18(2):957~974
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