From Expression to Minterm List Without a Truth Table
Modern logic synthesis tools expand optimized Boolean equations into canonical forms to verify structural equivalence against original specifications. The expression F = A'B + AB'C defines a three-variable logic function with inputs A, B, and C. Determine the minterm indices covered by each product term directly from the expression structure. Produce the full minterm list and represent the function in standard sigma notation without constructing a truth table.
Constraints
- Assume standard binary weighting where
Ais the most significant bit andCis the least significant bit. - Evaluate the expression exactly as written.
- Formatting for lists must be comma-separated integers in ascending order.
Topics
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