Let \(L_1,L_2\) be disjoint lines in \(\RR^3\), and set \[X=\RR^3\setminus(L_1\cup L_2).\] Compute \(\pi_1(X)\).
Fundamental group of the complement of two disjoint lines in $\RR^3$
P-SQUAL2-05
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P-SQUAL2-05
Let \(L_1,L_2\) be disjoint lines in \(\RR^3\), and set \[X=\RR^3\setminus(L_1\cup L_2).\] Compute \(\pi_1(X)\).