In 1891 Eduard Study realized that this associative algebra was ideal for describing the group of motions of three-dimensional space; the structure has been called "Study biquaternions", one of three eight-dimensional algebras referred to as biquaternions.
This associative algebra was ideal for describing the group of motions of three-dimensional space; the structure has been called "Study biquaternions". Eduard Study realized this. This was in 1891. Ideal for describing the group of motions of three-dimensional space; the structure has been called "Study biquaternions" were one of three eight. Dimensional algebras referred to as biquaternions.