On a conjecture of K. Murasugi
On a conjecture of K. Murasugi
K. Murasugi has conjectured that if every pair of the μ components of a classical link L has linking number ±1, then the group G of L will have the property that G q /G g+ι & F g /F q+ι Vq > 2, where F is free on μ