Calculating the probability of a disease outbreak becoming a pandemic.
If the probability of a graph NOT having property is less than 1, then at least one graph with property must exist. Graph Theory & Probability Graph Theory
where a property (like being connected) suddenly becomes likely. As Calculating the probability of a disease outbreak becoming
Developed by Paul Erdős, this technique uses probability to prove the existence of graphs with specific properties. Graph Theory & Probability Graph Theory
Designing efficient algorithms for data routing and machine learning.
Predicting how information or "viral" content spreads.
This field studies graphs generated by a random process. The most famous model is the , denoted as : The number of vertices in the graph. : The probability that any two nodes are connected. Thresholds: The specific value of