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Property / National Library Identifier | |
| a0000001003849
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Property / National Library Identifier: a0000001003849 / rank | |
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Property / Related Subject | |
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Property / Related Subject: Arytmetyka drugiego rzędu / rank | |
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Property / Related Subject: Arytmetyka Presburgera / rank | |
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Property / Related Subject: Filozofia logiki / rank | |
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Property / Related Subject: Funkcja boolowska / rank | |
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Property / Related Subject: Językoznawstwo matematyczne / rank | |
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Property / Related Subject: Kwantyfikator / rank | |
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Property / Related Subject: Logika formalna / rank | |
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Property / Related Subject: Matematyka odwrotna / rank | |
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Property / Related Subject: Metamatematyka / rank | |
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Property / Related Subject: Niesprzeczność / rank | |
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Property / Related Subject: Podstawy matematyki / rank | |
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Property / Related Subject: Programowanie w logice (informatyka) / rank | |
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Property / Related Subject: Semantyka Kripkego / rank | |
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Property / Related Subject: Twierdzenia Gödla / rank | |
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Property / Related Subject | |
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Property / Related Subject: Eliminacja kwantyfikatorów / rank | |
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Property / Related Subject | |
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Property / Related Subject: Logika algebraiczna / rank | |
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Property / Related Subject: Logika infinitarna / rank | |
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Property / Related Subject: Logika rozmyta / rank | |
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Property / Related Subject: Matryca logiczna (matematyka) / rank | |
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Property / Related Subject: Rachunek kombinatorów / rank | |
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Property / Related Subject: Rachunek kwantyfikatorów / rank | |
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Property / Related Subject: Rachunek lambda / rank | |
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Property / Related Subject: Rachunek sekwentów / rank | |
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Property / Related Subject: Sylogistyka / rank | |
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Property / Related Subject: Teoria modeli (matematyka) / rank | |
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Property / Related Subject: Teoria typów / rank | |
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Property / Related Subject | |
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Property / Related Subject: Twierdzenie Craiga / rank | |
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Property / Related Subject: Zbiór definiowalny / rank | |
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Property / Type | |
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Property / Type: Unknown / rank | |
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Property / Version | |
| P87789T74703
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Property / Version: P87789T74703 / rank | |
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