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Formal verification is a mathematical method used to ensure the correctness of hardware designs by exhaustively checking all possible behaviors. Compared to traditional simulation, it guarantees the design adheres to safety and liveness properties, providing high confidence in correctness. Several formal methods are employed, including equivalence checking, property checking, and model checking, each with its own tools and advantages over conventional testing methods.
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Term: Formal Verification
Definition: A mathematical approach to verifying that a design satisfies its specification by exhaustively checking all possible behaviors.
Term: Equivalence Checking
Definition: The process of verifying that two different descriptions of a design are functionally equivalent and behave identically.
Term: Property Checking
Definition: Verifying that a set of properties or assertions hold true throughout the design, often using temporal logic.
Term: Model Checking
Definition: A formal method that involves checking the state space of a design against a given set of specifications.
Term: State Explosion Problem
Definition: An issue in formal verification where the number of possible states in a design grows exponentially, making verification computationally expensive.
Term: Tools for Formal Verification
Definition: Software tools such as Cadence JasperGold, Mentor Graphics Questa Formal, and Synopsys Formality that support various formal verification methods.