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6th degrees of separation
6th degrees of separation












6th degrees of separation 6th degrees of separation

You can get an introduction to graph theory in a course on discrete mathematics. Graph theory is an branch of mathematics that is very useful in computer science. The website in the reference contains a wealth of interesting information about this relation. If your students like this concept, you can also mention that there is a similar concept of “Erdos number”, which is the length of the chain in the graph where edges represent the relations “co-authored a paper with” and distance is measured from a famous (prolific!) number theorist named Paul Erdos. You may have heard about the Six Degrees of Separation phenomenon, but it isn't just a fun celebrity game, it helps scientists understand the spread of epide. E B Fake a smile, yeah, lie and say that, Dbm A Im better now than ever, and. E B You hear the drinking, take a toll Dbm A Watch the past go up in smoke. it is probably easy to get to anyone using a chain of 3 or fewer people… try using your mayor, congressman, or college professors as intermediate points! E B But it wont, ohhhh ohhh Dbm A Your doing all these things out of desperation, E B Ohhh ohhh, Dbm A Your going through six degrees of seperation. You may have heard the term “six degrees of separation”. It is popularly believed that the number is 6 or less for any pair of people. Here’s a popular question: what is the minimum distance between any two people in the world, using the graph above? We can measure the “distance” between two vertices A and B by the least number of edges that one has to cross to get from A to B in the graph. Often the lines are used to represent relationships between objects (represented by dots).įor example, we can construct a graph in which the vertices represent the people in this class, and we’ll draw edges between any two people who mutually know one other.

6th degrees of separation

In this definition, a graph is any set of vertices (dots) in which some pairs of vertices are connected by edges (lines). One involves plotting the domain and range of a function, and another is used to model relationships between discrete objects. The word graph has two different meanings in mathematics.














6th degrees of separation