Logic B


1.𝐴→𝐴 A→A A→Aidentityaxiom▲ Logic N⁎
2.𝐴→(𝐴∨𝐵) | 𝐵→(𝐴∨𝐵) A→(A∨B) | B→(A∨B) A→(A∨B) | B→(A∨B)∨ Introductionaxiom▲ Logic N⁎
3.(𝐴∧𝐵)→𝐴 | (𝐴∧𝐵)→𝐵 (A∧B)→A | (A∧B)→B (A∧B)→A | (A∧B)→B∧ Eliminationaxiom▲ Logic N⁎
4.((𝐴→𝐵)∧(𝐴→𝐶))→(𝐴→(𝐵∧𝐶)) ((A→B)∧(A→C))→(A→(B∧C)) ((A→B)∧(A→C))→(A→(B∧C))∧ Introductionaxiom
5.((𝐴→𝐶)∧(𝐵→𝐶))→((𝐴∨𝐵)→𝐶) ((A→C)∧(B→C))→((A∨B)→C) ((A→C)∧(B→C))→((A∨B)→C)∨ Eliminationaxiom

تاربرگ‌های پیموده‌شده در این نشست: Substructural Logics What is Logic? Contraposition Generalization Propositional modal logic intuitionism