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The globalization of the manufacturing process and the supply chain for electronic hardware has been driven by the need to maximize profitability while lowering risk in a technologically advanced silicon sector. However, many hardware IPs’ security features have been broken because of the rise in successful hardware attacks. Existing security efforts frequently ignore numerous dangers in favor of fixing a particular vulnerability. This inspired the development of a unique method that uses emerging spin-based devices to obfuscate circuitry to secure hardware intellectual property (IP) during fabrication and the supply chain. We propose an Optimized and Automated Secure IC (OASIC) Design Flow, a defense-in-depth approach that can minimize overhead while maximizing security. Our EDA tool flow uses a dynamic obfuscation method that employs dynamic lockboxes, which include switch boxes and magnetic random access memory (MRAM)-based look-up tables (LUT) while offering minimal overhead and being flexible and resilient against modern SAT-based attacks and power side-channel attacks. An EDA tool flow for optimized lockbox insertion is also developed to generate SAT-resilient design netlists with the least power and area overhead. PPA metrics and security (SAT attack time) are provided to the designer for each lockbox insertion run. A verification methodology is provided to verify locked and unlocked designs for functional correctness. Finally, we use ISCAS’85 benchmarks to show that the EDA tool flow provides a secure hardware netlist with maximum security while considering power and area constraints. Our results indicate that the proposed OASIC design flow can maximize security while incurring less than 15% area overhead and maintaining a similar power footprint compared to the original design. OASIC design flow demonstrates improved performance as design size increases, which demonstrates the scalability of the proposed approach. 

We consider a class of multi-agent cooperative consensus optimization problems with local nonlinear convex constraints where only those agents connected by an edge can directly communicate, hence, the optimal consensus decision lies in the intersection of these private sets. We develop an asynchronous distributed accelerated primal-dual algorithm to solve the considered problem. The proposed scheme is the first asynchronous method with an optimal convergence guarantee for this class of problems, to the best of our knowledge. In particular, we provide an optimal convergence rate of $$\mathcal O(1/K)$$ for suboptimality, infeasibility, and consensus violation.