Outrageously Funny Search Suggestion Engine :: Clique

👉 The term "cliqued" can be defined as being connected or interconnected. In this context, it refers to a group or community that is tightly knit together and closely connected, often through shared interests or activities. This term suggests a strong bond between individuals who are closely linked by their shared experiences and goals.

cliqued

👉 A clique in a graph is a set of vertices that are connected by edges. In other words, it's a group of nodes that have connections to each other. Clusters, on the other hand, are groups of nodes that share common characteristics or belong to the same group.

clique

👉 A cliquey is a type of group in which every element has exactly two neighbors. This property ensures that any two elements within a cliquey share at least one common neighbor, making it a closed set where no element can be added to or removed from the group without changing its size. Cliqueys are often used in graph theory and combinatorial optimization for their ability to efficiently solve certain problems involving large graphs and networks.

cliquey

👉 In digital communication, a "cliquedom" is a type of protocol that allows multiple clients to communicate with each other without requiring a central server. It provides a way for users to send and receive data over a network in a decentralized manner without a centralized authority controlling the network. This approach can be used in various applications such as online gaming, social media platforms, and other decentralized systems where there is no single point of failure or control.

cliquedom

👉 In computer science, a clique is a subset of vertices in a graph that contains all its adjacent vertices. It's also known as an induced subgraph or an induced set. A vertex in a graph is called a neighbor of a vertex if it is connected to that vertex through an edge. If a vertex is not in the clique, then it is said to be an isolated vertex. For instance, consider the following graph: ``` 1 / \ 2

cliqueier

👉 In mathematics, a cliqueyness is a concept related to graph theory. It refers to the number of edges that can be added to an undirected graph without changing its connectivity structure. For example, if we have a graph G with n vertices and m edges, then a cliqueyness (denoted as k) is defined as: 1. If G has exactly one connected component, then k = 0. 2. If G contains more than one connected component but no isolated nodes,

cliqueyness

👉 A cliqueless graph is a type of graph that does not contain any independent sets. An independent set in a graph is a set of vertices such that no two vertices are adjacent to each other. A cliqueless graph is one where every vertex has degree 2, meaning it can be connected to at most two other vertices. In the context of algorithms and computational complexity theory, a cliqueless graph is often used as an abstraction for certain classes of graphs with specific properties, such as planar graphs

cliqueless

👉 A clique is a set of vertices in a graph that are connected by exactly one edge. In other words, it's a subset of vertices that contains all possible paths between any two vertices. An example of a clique is a set of four vertices {a, b, c, d} where a and b are adjacent, and c and d are adjacent. This set satisfies the definition of a clique because it contains all possible paths from vertex a to vertex b (b-a-c-d) and

cliqueiest

👉 A clique is a group of vertices in an undirected graph that are connected to each other by edges. A clique in a graph represents a set of vertices such that no two vertices in the same connected component share an edge with any other vertex in the same connected component. For example, consider the following graph: ``` 1 / \ / \ | \| | | | | 2 3 In this graph, there are three cliques

cliques

👉 In the Bible, 'Clique' refers to a group of people who come together for a common purpose or benefit, often as a result of mutual faith or belief in God. This term signifies a collective act rather than an individual one. In the Hebrew Bible, it's used in connection with the tribe of Levi (a group of Levites) and their congregation, where they are described as being 'in clefts' or 'undercords', indicating a community living together for religious reasons. The exact definition varies depending on the context, but generally, 'Clique' represents a shared belief, relationship, or common purpose among many people.

Clique