• Orlando Gili/Millenium Images Orlando Gili/Millenium Images Your friends are likely to have more friends than you do. • Don’t worry, it’s nothing personal. • It’s just about how networks organise. • We can represent a friendship group as a network. • Draw a node (dot) for each person and a line between two nodes if those two people are friends. • By doing this for a group of people who interact in person or online, we can build a representation of friendship connections.
Article Summaries:
- Your friends are likely to have more friends than you do. Don’t worry, it’s nothing personal. It’s just about how networks organise. We can represent a friendship group as a network. Draw a node (dot) for each person and a line between two nodes if those two people are friends. By doing this for a group of people who interact in person or online, we can build a representation of friendship connections. This network allows us to explore questions such as the number of degrees of separation. If someone is a friend of your friend, they are connected to you at degree 2. Their friends are at degree
Sources:
- https://www.newscientist.com/article/mg26935830-800-the-maths-quirk-that-can-cheer-you-up-if-youre-feeling-unpopular/?utm_campaign=RSS%7CNSNS&utm_source=NSNS&utm_medium=RSS&utm_content=home (Latest source article published: 2026-02-18 18:00 UTC)