Loading

Prime Links

by DesignByNumbers, last updated

Description

This is collection of models of mathematical links. A mathematical link is composed of several closed curves which can't be separated from each other without crossing, which may in addition be tied in knots. Links which cannot be written as two simpler links spliced together are called "prime links". The prime links have been tabulated, and this is (or anyway, should be) a complete collection of all the prime links which have some configuration with 8 or fewer crossings.

Prime link: 5_2_1 by DesignByNumbers Jan 1, 2014
Collection Cover Remove
Prime Link: 6_2_1 by DesignByNumbers Jan 1, 2014
Collection Cover Remove
Prime Link: 6_2_2 by DesignByNumbers Jan 1, 2014
Collection Cover Remove
Prime link: 6_2_3 by DesignByNumbers Jan 1, 2014
Collection Cover Remove
Prime Link: 6_3_1 by DesignByNumbers Jan 1, 2014
Collection Cover Remove
Prime Link: 6_3_2 by DesignByNumbers Jan 1, 2014
Collection Cover Remove
Prime Link: 6_3_3 by DesignByNumbers Jan 1, 2014
Collection Cover Remove
Prime Link: 7_2_1 by DesignByNumbers Jan 1, 2014
Collection Cover Remove
Prime Link: 7_2_2 by DesignByNumbers Jan 1, 2014
Collection Cover Remove
Prime Link: 7_2_3 by DesignByNumbers Jan 1, 2014
Collection Cover Remove
Prime Link: 7_2_4 by DesignByNumbers Jan 1, 2014
Collection Cover Remove
Prime Link: 7_2_5 by DesignByNumbers Jan 1, 2014
Collection Cover Remove
Top