- Generated by
1.15.0
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ESBMC
Efficient SMT-based Context-Bounded Model Checker
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#include <irep2/irep2.h>Go to the source code of this file.
Functions | |
| bool | reassociate_arith (expr2tc &expr) |
Reassociate the add/sub/neg chain rooted at expr, in place. | |
| bool | reassociate_mul (expr2tc &expr) |
Reassociate the mul chain rooted at expr, in place. | |
| bool | reassociate_bitand (expr2tc &expr) |
Reassociate the bitand/bitor/bitxor chain rooted at expr, in place. | |
| bool | reassociate_bitor (expr2tc &expr) |
| bool | reassociate_bitxor (expr2tc &expr) |
| void | simplify_no_reassoc (expr2tc &expr) |
Run peephole simplification on expr, suppressing reassociation. | |
Reassociate the add/sub/neg chain rooted at expr, in place.
Linearizes the chain into a list of signed terms, folds constants (with bit-width truncation), cancels matching X / -X pairs, and rebuilds as a pure add chain — letting subsequent peephole simplification collapse add(x, neg(y)) back to sub(x, y).
Does not descend into operands. Operand canonicalization is the caller's responsibility. Called by expr2t::simplify(), which walks operands bottom-up before invoking this exactly once at each chain root.
No-op if expr is not an add/sub/neg root, or if its type is not one of is_bv_type, is_bool_type, or is_pointer_type (floating-point excluded: IEEE add is not associative). Pointer-typed chains are accepted; the chain_compatible rule constrains descent so the resulting term list stays well-typed (one pointer base, integer offsets).
Reassociate the bitand/bitor/bitxor chain rooted at expr, in place.
All three flatten nested same-op nodes into a leaf list and fold all constant_int2t leaves into a single value via the corresponding bitwise op. Each has its own identity/absorber pair:
bitand: identity = -1, absorber = 0 bitor: identity = 0, absorber = -1 bitxor: identity = 0, no absorber
reassociate_bitxor additionally cancels matching x ^ x pairs, the closest analog to add's x + (-x) = 0 cancellation. The other two have no such pairwise cancellation rule.
Does not descend into operands. Same contract as reassociate_arith.
No-op if the type is not is_bv_type or is_bool_type. Constant folding is bounded to ≤64-bit constants (mirrors do_bit_munge_operation); wider constants don't fold and the rewrite is skipped.
Reassociate the mul chain rooted at expr, in place.
Flattens nested mul nodes into a list of leaves, folds all constant integer leaves into a single product (with bit-width truncation), and rebuilds as a left-leaning mul chain. Mul has no native inverse op in the IR (no recip), so unlike reassociate_arith there is no sign tracking and no X/-X cancellation pass — the only transform is constant product folding, which crosses chain boundaries that the per-op peephole can't see (e.g. (2*x) * (3*y) -> 6*x*y).
Does not descend into operands. Same contract as reassociate_arith.
No-op if expr is not a mul root, or if its type is not is_bv_type or is_bool_type (floating-point and fixedbv excluded: IEEE/fixed mul is not associative; pointer-typed mul is not a valid C operation).
| void simplify_no_reassoc | ( | expr2tc & | expr | ) |
Run peephole simplification on expr, suppressing reassociation.
Called by expr2t::simplify after each successful chain-root reassoc (arith, mul, and the bitwise variants) to collapse the freshly-rebuilt shapes — e.g. add(x, neg(y)) -> sub(x, y) via add2t/sub2t peepholes — without re-entering the chain-root reassoc path. Suppression is propagated through the whole subtree via the suppress_reassoc flag threaded through expr2t::simplify.
1.15.0