TELEVISION

Introduction to Formal Logic

Series: Great Courses
4.7
(122)
Episodes
24
Rating
TVPG
Year
2016
Language
English

About

Flawed, misleading, and false arguments are everywhere. From advertisers trying to separate you from your money, to politicians trying to sway your vote, to friends who want you to agree with them, your belief structure is constantly under attack. Logic is intellectual self-defense against such assaults on reason and also a method of quality control for checking the validity of your own views. But beyond these very practical benefits, informal logic-the kind we apply in daily life-is the gateway to an elegant and fascinating branch of philosophy known as formal logic, which is philosophy's equivalent to calculus. Formal logic is a breathtakingly versatile tool. Much like a Swiss army knife for the incisive mind, it is a powerful mode of inquiry that can lead to surprising and worldview-shifting conclusions. Award-winning Professor of Philosophy Steven Gimbel of Gettysburg College guides you with wit and charm through the full scope of this immensely rewarding subject in An Introduction to Formal Logic, 24 engaging half-hour lectures that teach you logic from the ground up-from the fallacies of everyday thinking to cutting edge ideas on the frontiers of the discipline. Professor Gimbel's research explores the nature of scientific reasoning and the ways in which science and culture interact, which positions him perfectly to make advanced abstract concepts clear and concrete. Packed with real-world examples and thought-provoking exercises, this course is suitable for everyone from beginners to veteran logicians. Plentiful on-screen graphics, together with abundant explanations of symbols and proofs, make the concepts crystal clear. For the Logician in All of Us You will find that the same rational skills that help you spot the weaknesses in a sales pitch or your child's excuse for skipping homework will also put you on the road to some of the most profound discoveries of our times, such as Kurt Gödel's incompleteness theorems, which shook the foundations of philosophy and mathematics in the 20th century and can only be compared to revolutions in thought such as quantum mechanics. But Gödel didn't need a lab to make his discovery-only logic. A course with a surprising breadth and depth of applications, An Introduction to Formal Logic will appeal to: • critical thinkers who aspire to make better decisions, whether as doctors, lawyers, investors, managers, or others faced with the task of weighing conflicting options • lovers of intellectual history, who wish to trace one of the most influential and underappreciated currents of thought from antiquity to the present day • students of philosophy, for whom logic is the gold standard for evaluating philosophical arguments and a required course for mastery of the discipline • students of mathematics, who want to understand the foundations of their field and glimpse the machinery that drives every mathematical equation ever written • anyone curious about how computers work, for programs know nothing about words, sentences, or even numbers-they only comprehend logic • those fascinated with language, the brain, and other topics in cognitive science, since logic models grammar, meaning, and thought better than any other tool Logic Is Your Ally Professor Gimbel begins by noting that humans are wired to accept false beliefs. For example, we have a strong compulsion to change our view to match the opinion of a group, particularly if we are the lone holdout-even if we feel certain that we are right. From these and other cases of cognitive bias where our instincts work against sound reasoning, you begin to see how logic is a marvelous corrective that protects us from ourselves. With this intriguing start, An Introduction to Formal Logic unfolds as follows: • Logical concepts: You are introduced to deductive and inductive arguments and the criteria used to assess them-validity...

Related Subjects

Episodes

1 to 3 of 24

1. Why Study Logic?

30m

Influential philosophers throughout history have argued that humans are purely rational beings. But cognitive studies show we are wired to accept false beliefs. Review some of our built-in biases, and discover that logic is the perfect corrective. Then survey what you will learn in the course.

2. Introduction to Logical Concepts

30m

Practice finding the logical arguments hidden in statements by looking for indicator words that either appear explicitly or are implied-such as therefore and because. Then see how to identify the structure of an argument, focusing on whether it is deductive or inductive.

3. Informal Logic and Fallacies

30m

Explore four common logical fallacies. Circular reasoning uses a conclusion as a premise. Begging the question invokes the connotative power of language as a substitute for evidence. Equivocation changes the meaning of terms in the middle of an argument. And distinction without a difference attempts to contrast two positions that are identical.

4. Fallacies of Faulty Authority

30m

Deepen your understanding of the fallacies of informal logic by examining five additional reasoning errors: appeal to authority, appeal to common opinion, appeal to tradition, fallacy of novelty, and arguing by analogy. Then test yourself with a series of examples, and try to name that fallacy!

5. Fallacies of Cause and Effect

30m

Consider five fallacies that often arise when trying to reason your way from cause to effect. Begin with the post hoc fallacy, which asserts cause and effect based on nothing more than time order. Continue with neglect of a common cause, causal oversimplification, confusion between necessary and sufficient conditions, and the slippery slope fallacy.

6. Fallacies of Irrelevance

30m

Learn how to keep a discussion focused by recognizing common diversionary fallacies. Ad hominem attacks try to undermine the arguer instead of the argument. Straw man tactics substitute a weaker argument for a stronger one. And red herrings introduce an irrelevant subject. As in other lectures, examine fascinating cases of each.

Extended Details

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