Introduction To Logic And Critical Thinking Salmon

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Introduction To Logic And Critical Thinking Salmon

Introduction To Logic And Critical Thinking Salmon

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A Critical Thinking Library

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The Logic Of Fiction

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Introduction To Logic And Critical Thinking Salmon

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Collectibles, crafts, clothing, shoes and accessories, computers / tablets and networks, toys and hobbies, video games and consoles, dolls and bears, pet supplies, books and magazines. Logic is an excellent form of mind training because it requires a very specific way of thinking and focusing on the truth. But how does it work and what are the limits? Tom Stoneham, professor of philosophy at the University of York, picks some great books for anyone wanting to learn more about logic.

Before we get to the books, let me first ask the most obvious question: What is logic?

A bit like “philosophy”, “logic” is a word with many different currencies and different uses. So the best way to handle this is to say what we’re really talking about here, which is sometimes called “formal logic”. There are two ways of understanding formal logic, which differ subtly and fundamentally.

The first and most common – the method used in universities when formal logic is taught – is to view it as a special way of studying very general properties of language; that is natural languages, the languages ​​we all speak and write. One of the things that all languages ​​do is that they allow us to say true or false. They also allow us to make connections between the various truths we are talking about. If we believe one thing to be true, we can commit ourselves to believing something else is true. The most common view of formal logic is that all languages ​​have this interest in truth. They may have many other things to do, but the interest in the truth is common to all and of course very important. So let’s take the parts of language that deal with truth and falsity and the relationships between truths and see if we can make these properties explicit.

Introduction To Logic And Critical Thinking

The working assumption of this approach is that once we make it explicit for one language, we can do the same for any other language. In other words, if speakers of different languages ​​have conversations about what is true and what is false and have no other interests, then the languages ​​are perfectly translatable. That is roughly the definition of this view of formal logic.

It’s interesting that you talk about truth because that sounds a bit like epistemology – like, how do we know things are true? But logic is not usually considered a branch of epistemology.

The truth. If we consider a group of truth-affirming speech acts – the term “making a statement” is often preferred – the question arises: What are the relationships between these different statements? This is what logicians investigate.

Introduction To Logic And Critical Thinking Salmon

Why do logicians want to study it? The reason is often best explained through arguments. For example, when I raise an argument, I start with some suggestions that we both agree on, and at some point we get to the point where one accepts something that was previously accepted based on the suggestions that we originally sent him. We have made a series of statements that we are convinced are true and then figured out what other statements we must accept if we accept them as true. This relationship between declarative sentences is of primary importance. What we have invoked here is a very particular conception of argument: the idea that we move from some truths to some more truths.

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One of the key concepts in formal logic is the concept of validity. An argument is valid, say logicians, if we have a set of statements that we call premises, and if they are true, then this second statement, the conclusion,

Be true Validity is the relationship between the first part of the sentence and the conclusion. Sometimes validity is called “truth-preserving” for a very good reason: by moving from some given truths to accepting additional truths, one preserves the truth. They remain in the realm of truth. That is less important

“When I teach logic, I often say, ‘Don’t use this at home, or you’ll be unhappily single’.”

But there is always an exception! When we begin to study logic, we realize that there are some statements that must be true

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. These are sometimes referred to as logical truths. Let’s take an example of the so-called “law of the excluded middle”. I will try to choose a fairly uncontroversial variant:

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