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1. CMB Online first

 Left-orderable fundamental group and Dehn surgery on the knot \$5_2\$ We show that the resulting manifold by \$r\$-surgery on the knot \$5_2\$, which is the two-bridge knot corresponding to the rational number \$3/7\$, has left-orderable fundamental group if the slope \$r\$ satisfies \$0\le r \le 4\$. Keywords:left-ordering, Dehn surgeryCategories:57M25, 06F15

2. CMB Online first

 Left-orderable fundamental group and Dehn surgery on the knot \$5_2\$ We show that the resulting manifold by \$r\$-surgery on the knot \$5_2\$, which is the two-bridge knot corresponding to the rational number \$3/7\$, has left-orderable fundamental group if the slope \$r\$ satisfies \$0\le r \le 4\$. Keywords:left-ordering, Dehn surgeryCategories:57M25, 06F15

3. CMB 2013 (vol 57 pp. 310)

Hakamata, Ryoto; Teragaito, Masakazu
 Left-orderable Fundamental Group and Dehn Surgery on the Knot \$5_2\$ We show that the resulting manifold by \$r\$-surgery on the knot \$5_2\$, which is the two-bridge knot corresponding to the rational number \$3/7\$, has left-orderable fundamental group if the slope \$r\$ satisfies \$0\le r \le 4\$. Keywords:left-ordering, Dehn surgeryCategories:57M25, 06F15

4. CMB 2012 (vol 56 pp. 850)

Teragaito, Masakazu
 Left-orderability and Exceptional Dehn Surgery on Twist Knots We show that any exceptional non-trivial Dehn surgery on a twist knot, except the trefoil, yields a \$3\$-manifold whose fundamental group is left-orderable. This is a generalization of a result of Clay, Lidman and Watson, and also gives a new supporting evidence for a conjecture of Boyer, Gordon and Watson. Keywords:left-ordering, twist knot, Dehn surgeryCategories:57M25, 06F15