Alternating Automata and Hardware Verification Fundamentals

Formal verification is essential for guaranteeing that complex digital systems operate without critical flaws. This text-based course introduces you to the mathematical concepts of alternating automata and their crucial role in modern hardware model checking. You will start with core terminology, transition systems, and foundational automata theory before exploring how theoretical models translate into automated hardware verification workflows. What you'll learn: Understand basic concepts of deterministic, nondeterministic, and alternating finite automata; Explore alternating Büchi automata and infinite-word acceptance conditions; Learn how temporal logic specifications are translated into automata for verification; Examine hardware model checking workflows and automated prover architectures; Analyze SAT- and SMT-based techniques used in contemporary verification tools. The course builds step-by-step from fundamental definitions to advanced verification strategies through structured reading and conceptual exercises. Ideal for computer science students, engineers, and developers interested in formal methods, with no prior verification experience required. Start reading to master the foundations of automated hardware verification.