Posted in History & Literature

Gordian Knot

Legend tells the tale of the Gordian Knot, a knot tied so tightly that it seemed impossible to undo it. The Phrygians’ oracle even prophesised that the person who untied the knot would become the ruler of all of Asia Minor. Many tried to loosen the knot, but the knot remained secure for years.

In fourth century BC, Alexander the Great came to the city amidst his business of conquering everything around him. Of course, he could not pass the challenge by, so he too attempted to unravel the Gordian Knot. But alas, not even the great Alexander could untie it.

He then took a step back and thought to himself that it did not matter how the knot was undone. So he took his sword and sliced the knot in half, much to the shock of his audience. As the oracle prophesised, Alexander ruled the great Macedon Empire, stretching its border past Asia Minor, almost reaching present day China and India.

The story of the Gordian Knot teaches the importance of thinking outside the box. We can tackle a problem again and again without fruition if we try only one method. Just when you start to feel frustrated, take a step back and consider a different approach.

Another lesson is the value of combining two different fields. Instead of using typical knot-untying skills, Alexander chose to use military skills. Many innovations have arisen from borrowing skills and ideas from different fields – known as cross industry innovation.

For example, instead of complicated controller designs for drones, the US Army found using an Xbox 360 controller was far more effective. Computer models simulate the way ants find optimum paths to solve complex mathematical problems such as the Travelling Salesman Problem. The combination of waffles and shoes resulted in the creation of waffle rubber soles to increase traction in running shoes. Many engineering feats borrow ideas from nature, such as the aerodynamic design of planes and structural strength of arches and curves as observed by Gaudi.

This is the philosophy of 1 + 1 = 3.