Page 300 - J. C. Turner - History and Science of Knots

290 History and Science of Knots

A=0

B' and Pcomponent are coprime
x = cA + 6, wherein
6 = I2(lc + r$)IA and
(li+r;)-5
c=(2m-3)+2
A
x+4A-2(l;+r;)
Pcom nent =
A
P = Pcomponent = x + 2A - 2

Fig. 11. Characterizing relationships for Standard Herringbone Pineapple Knots;
conditions (1), (2) and (5) are necessary and sufficient for this type of Knot

4 .I. SECTION 5

Fig. 12. A 5-Section Wheelknot (torus knot `with holes'), and its sectioned string
run diagram