RESEARCHES RESPECTING QUATERNIONS: FIRST SERIES By

RESEARCHES RESPECTING VIBRATION, CONNECTED WITH THE THEORY OF LIGHT By

Extensions for a Regular Function with Values in Dual Quaternions

This paper researches properties of a regular function defined on a domain in Clifford analysis. Also, the paper investigates properties of extensions for a regular function with values in DH and the corresponding Cauchy-Riemann system for a regular function of dual quaternionic variables.

A brief introduction to quaternion matrices and linear algebra and on bounded groups of quaternion matrices

The division algebra of real quaternions, as the only noncommutative normed division real algebra up to isomorphism of normed algebras, is of great importance. In this note, first we present a brief introduction to quaternion matrices and quaternion linear algebra. This, among other things, will help us present the counterpart of a theorem of Herman Auerbach in the setting of quaternions. More ...

Quaternions, Interpolation and Animation

The main topics of this technical report are quaternions, their mathematical properties, and how they can be used to rotate objects. We introduce quaternion mathematics and discuss why quaternions are a better choice for implementing rotation than the well-known matrix implementations. We then treat di erent methods for interpolation between series of rotations. During this treatment we give co...

Attitudes of First and Last Year Medical Students about Respecting Patients\' Rights in Hospitals of Bushehr University of Medical Sciences; A Comparative Study

Patient rights is one of the essential rights that should be considered by the medical staff, checking and comparing the attitudes of first and last year medical students to inform the ethical points of service delivery is important. The aim of this study was to compare and evaluate of first and last year medical students' attitude about respecting patients' rights in hospitals of Bushehr Unive...