Module #1 Introduction to Logical Reasoning Overview of the course, importance of logical reasoning, and brief history of logic
Module #2 Basic Concepts in Logic Definition of logic, arguments, premises, conclusions, validity, and soundness
Module #3 Types of Logical Arguments Categorical, hypothetical, and conditional arguments, and their differences
Module #4 Propositional Logic Introduction to propositional logic, truth tables, and logical operators
Module #5 Predicate Logic Introduction to predicate logic, predicates, subjects, and quantifiers
Module #6 Symbolic Notation Introduction to symbolic notation, syntax, and semantics in logical reasoning
Module #7 Fallacies and Errors Common fallacies and errors in logical reasoning, including ad hominem and straw man
Module #8 Deductive and Inductive Reasoning Differences between deductive and inductive reasoning, and their applications
Module #9 Abductive Reasoning Introduction to abductive reasoning, and its role in hypothesis formation
Module #10 Philosophical Roots of Logical Reasoning Influence of ancient Greek philosophers, such as Aristotle and Stoicism, on logical reasoning
Module #11 Medieval and Modern Developments Contributions of medieval and modern philosophers, such as Boole and Frege, to logical reasoning
Module #12 Philosophical Applications of Logical Reasoning Applications of logical reasoning in metaphysics, epistemology, and ethics
Module #13 Critical Thinking and Argumentation Critical thinking skills, identifying and evaluating arguments, and constructing sound arguments
Module #14 Logic and Language Relationship between logic and language, including ambiguity, vagueness, and context
Module #15 Paradoxes and Dilemmas Famous paradoxes and dilemmas, such as the Liar Paradox and the Trolley Problem, and their implications
Module #16 Probability and Uncertainty Introduction to probability theory, Bayes theorem, and decision-making under uncertainty
Module #17 Cognitive Biases and Heuristics Cognitive biases and heuristics, and their impact on logical reasoning and decision-making
Module #18 Formal Systems and Model Theory Introduction to formal systems, model theory, and their applications in logical reasoning
Module #19 Gödels Incompleteness Theorems Gödels incompleteness theorems, and their significance for logical reasoning and foundations of mathematics
Module #20 Logic and Artificial Intelligence Applications of logical reasoning in artificial intelligence, including expert systems and knowledge representation
Module #21 Logic and Cognitive Science Applications of logical reasoning in cognitive science, including cognitive psychology and neuroscience
Module #22 Logic and Philosophy of Science Applications of logical reasoning in the philosophy of science, including scientific methodology and confirmation theory
Module #23 Logic and Ethics Applications of logical reasoning in ethics, including moral reasoning and decision-making
Module #24 Logic and Politics Applications of logical reasoning in politics, including argumentation and policy analysis
Module #25 Course Wrap-Up & Conclusion Planning next steps in The Philosophy of Logical Reasoning career
