A Distributed Secure Outsourcing Scheme for Solving Linear Algebraic Equations in Ad Hoc Clouds
Wenlong Shen, Bo Yin, Xianghui Cao, and Yu Cheng

TL;DR
This paper proposes a distributed secure outsourcing scheme tailored for solving linear algebraic equations within ad hoc cloud environments, enhancing computational efficiency and security in decentralized cloud computing.
Contribution
It introduces a novel scheme specifically designed for secure and efficient distributed solving of linear algebraic equations in ad hoc cloud settings.
Findings
Achieves secure outsourcing of linear algebraic computations
Enhances efficiency in ad hoc cloud environments
Provides a framework for distributed problem solving
Abstract
The emerging ad hoc clouds form a new cloud computing paradigm by leveraging untapped local computation and storage resources. An important application application over ad hoc clouds is outsourcing computationally intensive problems to nearby cloud agents to solve in a distributed manner.
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Taxonomy
TopicsCryptography and Data Security · Distributed and Parallel Computing Systems · Cloud Data Security Solutions
