Biquaternions are an extension of quaternions that incorporate both real and imaginary components, structured as pairs of quaternions. This two-dimensional extension allows for a richer algebraic framework, particularly useful in applications involving complex numbers and higher-dimensional spaces. Biquaternions maintain the non-commutative properties of quaternions while enabling complex multiplication and division operations.
congrats on reading the definition of biquaternions. now let's actually learn it.