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Martin Sleziak
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After it was understood that the complex numbers could be understood geometrically as the points on a plane there was a search for a 3d generalisation of these numbers.

This led to HamiltonsHamilton's discovery of the quaternions. The suprisesurprise here that they had a 1d real part and a 3d vector part and furthermore they were anti-symmetric.

After it was understood that the complex numbers could be understood geometrically as the points on a plane there was a search for a 3d generalisation of these numbers.

This led to Hamiltons discovery of the quaternions. The suprise here that they had a 1d real part and a 3d vector part and furthermore they were anti-symmetric.

After it was understood that the complex numbers could be understood geometrically as the points on a plane there was a search for a 3d generalisation of these numbers.

This led to Hamilton's discovery of the quaternions. The surprise here that they had a 1d real part and a 3d vector part and furthermore they were anti-symmetric.

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Mozibur Ullah
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After it was understood that the complex numbers could be understood geometrically as the points on a plane there was a search for a 3d generalisation of these numbers.

This led to Hamiltons discovery of the quaternions. The suprise here that they had a 1d real part and a 3d vector part and furthermore they were anti-symmetric.

Post Made Community Wiki by Mozibur Ullah