The importance of this research lies in notifying analytic
geometry principles in Lobachevsky plane which differ from
the famous principles in Euclidean plane .
In this research, length of curves with constant curvature ,
length of a circle and a
n arc length of it opp to a central angle
has been found . Moreover , it has been reached to a formula
to express the distance between two points ; then writing a
line equation passes coordinates principle , a line equation that
doesn`t pass coordinates principle and a circle equation. We
coordinates which have used for that Beltrami
made the formulas simpler.
This paper presents parallel computers architectures especially Superscalar
processors and Vector processors, building a simulator depending on the basic
characteristics for each architecture, the simulator simulates their mechanism of work
progra
mmatically at the aim of comparing the performance of the two architectures in
executing Data Level Parallelism (DLP) and Instruction Level Parallelism ILP.
The results shows that the effectiveness of executing instructions in parallel depends
significantly on choosing the appropriate architecture for execution, according to the type
of parallelism that can be applied to instructions, and the vector features in the vector
architecture achieve remarkable improvement in performance that cannot be ignored in
execution of DLP, simplify the code and reduce the number of instruction. The provided
simulator is a good core that can be developed and modified especially in the field of
education for the students of Computer Science and Engineering and the research field.