Integrating Amdahl-like Laws and Divisible Load Theory
Yang Cao, Fei Wu, Thomas Robertazzi

TL;DR
This paper proposes a mathematical framework that combines Amdahl-like laws with Divisible Load Theory to enhance the design efficiency of future computing systems.
Contribution
It introduces an integrated approach that merges Amdahl's laws with Divisible Load Theory, providing a new methodology for system design optimization.
Findings
Demonstrates improved system performance modeling
Provides a new mathematical design methodology
Facilitates efficient system architecture planning
Abstract
Integrating Amdahl's and Amdahl-like laws with Divisible Load Theory promises mathematical design methodology that will make possible the efficient design of tomorrow's systems.
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Taxonomy
TopicsStructural Analysis and Optimization
