Sir William Rowan Hamilton’s quarternion: a fundamental insight and new picture of orthogonality

Sir William Rowan Hamilton’s quarternion: a fundamental insight and new picture of orthogonality
Author(s):
RAM SWAROOP MEGHWAL, S. Bhardwaj, V. K. Pancholi
Keywords:
Quaternion , quarternions as coordinates, orthogonality in different dimensions, rotation as multiplication by complex number a part of quarternion
Abstract
Quarternions are visualized in lesser dimensions. The new idea of orthogonality is proposed. We imagined in this paper the quaternions concepts and quaternions algebra, by ultimately basic concepts. Representation of quaternions by coordinates and transformation of quaternion in space, equivalently rotation in terms of displacements.
Article Details
Unique Paper ID: 157822 Publication Volume & Issue: Volume 9, Issue 8 Page(s): 237 - 241
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