# Appendix A (omitted here) defines full evaluation rules with cost tracking

Chapter 23 of [The Resolution of Math](/content/books/resolution-of-math/index.html)

### 6. Limitations

No completeness: BSF can never prove general statements (e.g., “Collatz holds for all n”)
Resource-bound dependent: Results are only valid within specific bounds
No symbolic generalization: Lacks quantifier reasoning or symbolic proof
Educational intent: Best used for intuition and pedagogy, not publication of results

### 7. Future Work

Integration with proof assistants (e.g., BSF to Coq translator)
Classroom deployment and exercises
Visualization tools for scrolls and traces
Collaborative experiments on large conjectures
Benchmark suite for guard-triggered failures

## Reader Context

Before this section, "Abstract — Bounded Simulation Framework (BSF): Math" sets context for the current argument. After this page, continue to "References — Bounded Simulation Framework (BSF): Math" to follow the next step in the sequence.

This page is part of the free online edition of The Resolution of Math. Core ideas here include bsf, results, symbolic, proof, appendix. Read in sequence for full continuity.