Outrageously Funny Word Dictionary :: Girth

👉 Girths are a term used in the field of computer science and network theory to describe the minimum number of edges that must be traversed on a graph before any edge can be added or removed. The term is named after the Greek mathematician Euclid, who introduced the concept of girth for polygons. In computer networks, girths are often used in the context of routing protocols and network design algorithms to ensure that edges are not added or deleted too quickly, which can lead to congestion

girths

👉 girthline is a type of graph. It's a way to represent graphs in computer science, where each vertex has a label and an edge connects two vertices if they have a common parent. In the context of girthlines, the "girth" refers to the number of edges that must be traversed to reach a given vertex from any other vertex, or equivalently, the length of the longest path between any two non-adjacent vertices. A graph with girth 3

girthline

👉 The term "girting" is a slang term used to describe someone who is not paying attention or being disruptive. It can also be used in a more serious context, such as when someone is intentionally causing harm or disruption to others. For example, if you hear someone yelling and making noise, it's possible that they are trying to disrupt the conversation by girding up their voice or using other aggressive tactics.

girthing

👉 Girthed refers to a type of graph that is defined by its length, where each vertex has at most one edge adjacent to it. This means that if there are n vertices in a graph, then every non-adjacent pair of vertices will have an edge connecting them. In other words, the girth of a graph is the maximum number of edges in any cycle within the graph. A graph with girth 3 is known as a treewidth, and one with girth

girthed

👉 In mathematics, a girth is defined as the number of times a graph can be traversed without crossing any edges. This concept is essential in various branches of mathematics and computer science. For example, consider the following graph: ``` A / \ | | | \ | | B - - - - | | | | | | | | | | | | | | | |

girth