wˈʌn ɛɡzˈæmpəl ɪz ɐ ɹᵻfˈaɪnmənt ʌvðə sˈɪŋɡəlz ᵻlˌɪmᵻnˈeɪʃən kɹaɪtˈiəɹɪən nˈoʊn æz ðə ɡˈoʊldstaɪn kɹaɪtˈiəɹɪən, wˌɪtʃ ɚɹˈaɪzᵻz fɹʌm fˈɛɹli stɹeɪtfˈɔːɹwɚd ˌældʒɪbɹˈeɪɪk mənˌɪpjʊlˈeɪʃən bᵻfˌoːɹ ɐplˈaɪɪŋ ðə mˌɪnɪmᵻzˈeɪʃən:
One example is a refinement of the singles elimination criterion known as the Goldstein criterion, which arises from fairly straightforward algebraic manipulation before applying the minimization: