Memory approximation techniques are commonly limited in scope, targeting individual levels of the memory hierarchy. Existing approximation techniques for a full memory hierarchy determine optimal configurations at design-time provided a goal and application. Such policies are rigid: they cannot adapt to unknown workloads and must be redesigned for different memory configurations and technologies. We propose SEAMS: the first self-optimizing runtime manager for coordinating configurable approximation knobs across all levels of the memory hierarchy. SEAMS continuously updates and optimizes its approximation management policy throughout runtime for diverse workloads. SEAMS optimizes the approximate memory configuration to minimize energy consumption without compromising the quality threshold specified by application developers. SEAMS can (1) learn a policy at runtime to manage variable application
quality of service
(
QoS
) constraints, (2) automatically optimize for a target metric within those constraints, and (3) coordinate runtime decisions for interdependent knobs and subsystems. We demonstrate SEAMS’ ability to efficiently provide functions (1)–(3) on a RISC-V Linux platform with approximate memory segments in the on-chip cache and main memory. We demonstrate SEAMS’ ability to save up to 37% energy in the memory subsystem without any design-time overhead. We show SEAMS’ ability to reduce QoS violations by 75% with < 5% additional energy.
Reversible computing is an emerging and promising technique due to its wide applications in quantum, optical and DNA computing and many more. Reversible circuit synthesis is a main focus for researchers as conventional synthesis techniques are not suitable for reversible circuits. Our work focuses on BDD based synthesis as it has capabilities of realizing circuit for large boolean functions unlike other reversible synthesis methods. Existing BDD based synthesis techniques rely on positive [1] and negative [2] controlled Toffoli gates. In this paper work we explore BDD based synthesis technique along with evolutionary computation method. We employed Fredkin and elementary CNOT gate library. Experimental results demonstrate that this approach reduces the gate count and quantum cost at the cost of increase in the number of lines.
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