The geometry of networks

It is pretty clear to most that the number of connections in a network grows more quickly than the number of people in the network. It is a mathematically consistent relationship captured by Metcalf’s Law, but in summary, you double the size of a network, you quadruple the number of potential connections.

 This relationship between the  nodes in a network, and the number of (potential) connections is the foundation of social media, as the increase of the potential connections comes at little or no cost.

This is in complete contrast to the past, where these added connections added cost at a consistent rate, each new potential connection required someone to spend the time to make the phone call, mail the brochure, meet, discover if there was a potential value in devoting the resources to nurturing the relationship. All this cost prevented the development of the relationships that creates a network.

The relationship maths is  the same, but the transactions costs associated with the “old economy” ensured that many things that now can happen, simply could not because of the costs involved. Hugely successful sites like Flikr simply could not have evolved with the transaction costs of the past involved.

The new challenge is harnessing the potential energy in these connections, and leveraging it to benefit  the individuals in these potential networks enabled by the removal of the transaction costs.

 

 

About strategyaudit

StrategyAudit is a boutique strategy and marketing consultancy concentrating on the challenges of the medium sized manufacturing businesses that make up the backbone of our economy. The particular focus is on their strategic and marketing development. as well as the business and operational efficiency improvements necessary for day to day commercial survival. We not only give advice, we go down "into the weeds" to ensure and enable implementation.
This entry was posted in Alliance management, Collaboration, Marketing, Social Media and tagged , , . Bookmark the permalink.

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