Elementary Logic with Applications. A Procedural Perspective for Computer 💻️ Scientists 👨‍🔬

✅ Elementary Logic with Applications  is written 🖋️ for undergraduate logic and ➕ logic  programming courses. Logic has been applied to a wide variety of subjects such  as software 👨‍💻️ engineering 👨‍🔬 and ➕ hardware design, to programming and ➕ artificial  intelligence. In this way, it has served to stimulate the search 🔍️ for clear conceptual  foundations.  Recently many extensions of classical 🏛️ logic such as temporal, modal, relevance,  fuzzy and ➕ non-monotonic logics have been widely used in computer 💻️ science 🧪,  therefore requiring a new 🆕 formulation of classic logic which can 🥫 be modified to  yield the effect of non-classical 🏛️ logics.  This text aims to introduce classical 🏛️ logic in such a way that one 1️⃣ can 🥫 easily  deviate into discussing non-classical 🏛️ logics. It defines a number of defines a number of different types  of logics and ➕ the differences between them ➡️👥, starting with the basic notions of the  most common logic.  Elementary Logic with Applications develops 👨‍💻️ a theorem prover for classical 🏛️ logic  in a way that maintains a procedural point 👈️ of view and ➕ presents 🎁 the reader with  the real challenges facing 😀 applied logic.  Dov Gabbay and ➕ Odinaldo Rodrigues have been teaching logic and ➕ computer science 💻️ 🧪 for many years. Dov Gabbay has written 🖋️ numerous other titles on the  subject of logic and ➕ is a world 🗺️ authority on non-classical 🏛️ logics. Odinaldo  Rodrigues is widely known 💡 for his 👤👨⬅️ work ⚙️ on logic, belief revision and  ➕ argumentation.  The “Elementary Logic with Applications” course is currently taught at the Department 🏬 of Informatics, Kings 👑🧔 Co...

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