Linked from

The 8 pages that link to Squeeze theorem, each with the reason it gives.

• Limit of a functionRelated: It proves limits indirectly when direct evaluation is difficult.

• Limit of a sequenceRelated: Matching upper and lower limits force the enclosed sequence to share their value.

• Darboux's theoremRelated: Limit arguments of this kind help control derivatives near an alleged skipped value.

• Indeterminate formRelated: Bounds can settle a limit directly when symbolic indeterminate forms resist simplification.

• L'Hôpital's ruleCompared with: Bounds can resolve oscillatory or otherwise unsuitable limits that the rule cannot handle.

• One-sided limitRelated: The theorem can bound values approaching from a single direction.

• Monotone convergence theoremCompared with: It proves convergence from two matching bounds, not monotonicity and one-sided boundedness.

• Stolz–Cesàro theoremRelated: It can complement difference estimates when verifying the theorem's hypotheses or consequences.