How to work out if a Network is Transferrable

 Leonhard Euler
Source:https://en.wikipedia.org/wiki/Leonhard_Euler#/media/File:Leonhard_Euler.jpg

Konigsberg Bridge Problem Research

When are networks transferrable/solution?

• If there are 2 odd nodes the network is transferrable but you can only start at one odd node and finish on the other odd node.
• If there are 0 odd nodes you are able to draw the diagram without moving the pen off the paper.
• If there are more than 2 odd nodes the network will not be transferrable and would be impossible to figure out.
• If all nodes are even along with the edges then it should be transferrable.

What is a network?

A network is a series of objects or nodes that are connected to each other in a sequence. The nodes(roots) what the edges(links) connect to. It is a way to graph things such as distance making it so you can figure out the longest and shortest way to the end of a network. 

Links for the following information:

Link for Leonhard Euler information

Who was Leonhard Euler?

Leonhard Euler was known as a mathematician, physicist, astronomer, geographer, logician, and engineer who made a lot of discoveries in the maths field such as notation for mathematical analysis and analytic number theory.

Do you know how to work out a transferrable network?