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Tribhuvan university > CSIT - 2065 Syllabus > Applied Logic

Applied Logic - Syllabus

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Embark on a profound academic exploration as you delve into the Applied Logic course () within the distinguished Tribhuvan university's CSIT department. Aligned with the 2065 Syllabus, this course (CSC-306) seamlessly merges theoretical frameworks with practical sessions, ensuring a comprehensive understanding of the subject. Rigorous assessment based on a 60+20+20 marks system, coupled with a challenging passing threshold of , propels students to strive for excellence, fostering a deeper grasp of the course content.

This 3 credit-hour journey unfolds as a holistic learning experience, bridging theory and application. Beyond theoretical comprehension, students actively engage in practical sessions, acquiring valuable skills for real-world scenarios. Immerse yourself in this well-structured course, where each element, from the course description to interactive sessions, is meticulously crafted to shape a well-rounded and insightful academic experience.


Course Synopsis: This course contain the main feature of different logics.
Goal: The course objective is to provide the basic concepts and techniques of the logics used in computer science.

Units

Introduction

Introduction to Logic, Nature of Argument, Truth and Validity, Symbolic Logic, Statements, Conditional Statements, Statement Forms


Deduction and Deductive Systems

Formal Proof of Validity, The Rule of Replacement, The Rule of Conditional Proof, The Rule of Indirect Proof, Proofs of Tautologies, Formal Deductive Systems, Attribute of Formal Deductive Systems, Logicist Systems


Propositional Logic

Syntax of Propositional Logic, Semantics of Propositional Logic, Calculations, Normal Form, Applications


Predicate Logic

Predicate Logic, Order of Predicate Logic, Syntax of Predicate Logic, Semantics of Predicate Logic, Consequences, Calculations, Normal Form


Resolution & Proofs

Resolution, Resolution in Propositional Logic, Unification of Clauses, Resolution in Predicate Logic, Horn Clauses, Proof in Propositional Logic and Predicate Logic, Axiomatic Systems, Adequacy, Compactness, Soundness.


Unit 6. Program Verification

Issue of Correctness, Partial Correctness, Hoare Proof, Total Correctness.



Some Other Logics

Intuitionistic Logic, Lukasiewicz Logic, Probabilistic Logic, Fuzzy Logic, Default Logic, Autoepistemic Logic.