This took me a while to even fully parse the problem statement, no pun intended.
Start by clarifying the file format and constraints, then outline a parser that builds a dependency graph of operations. Use a greedy scheduler that assigns each operation the earliest valid logical time, and finally execute operations in order while tracking register states.
Pro tip: Mention that you would validate the schedule with a simulation before executing, and discuss how to handle edge cases like missing registers or circular dependencies.
Ask questions to confirm the file structure, operation types, and exact timing constraints. Ensure you understand batch ordering and hazard rules.
Outline a parser that reads the file into a list of batches, each containing operations with register, type, and any metadata. Represent operations as objects with dependencies.
Create a directed graph where edges represent timing constraints (batch order, 1ms gap, 10ms RAW hazard). Use topological sort or greedy scheduling to assign logical times.
Iterate through scheduled operations in time order, calling read_reg or write_reg primitives. Maintain a register state map to enforce hazards.
Simulate the schedule to check constraints, and test with edge cases like empty batches, conflicting operations, and large files.
AI-generated suggestions, not part of the candidate's original notes. May be inaccurate — verify before relying on them.
Model the batch as a directed acyclic graph (DAG) where each operation is a node and intra-batch dependencies are edges. Then perform a topological sort to determine a valid execution order, ensuring that referenced operations complete before dependent reads. Discuss how to detect cycles and handle scheduling constraints.
Pro tip: Mention that you would validate the DAG for cycles and provide a clear error message indicating the line numbers involved, as this is crucial for debugging user-defined batches. Also, consider whether dependencies can be resolved at compile time or runtime, and how that impacts performance.
Extract each operation and its intra-batch dependencies from the batch definition, building a graph where nodes are operations and directed edges represent 'must complete before' relationships.
Check for cycles in the dependency graph using DFS or Kahn's algorithm; if a cycle exists, report an error with the involved line numbers to prevent infinite waits.
Apply a topological sort to produce a linear execution order that respects all dependencies, ensuring referenced operations are scheduled before their dependents.
Adapt the scheduler to follow the topological order, possibly by assigning priorities or using a ready queue that only releases operations once their dependencies are satisfied.
Consider multiple dependencies, parallel execution opportunities, and whether to resolve dependencies statically or dynamically; discuss trade-offs between precomputed order and on-the-fly scheduling.
AI-generated suggestions, not part of the candidate's original notes. May be inaccurate — verify before relying on them.