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Logical Paradoxes

Logic is a powerful tool; it can be used to discern and to discover truth. Sometimes, though, this tool falls into the hands of those who would abuse it. Armed with the laws of logic and a few simple, plausible, and apparently harmless assumptions, philosophers can construct proofs of the most absurd conclusions. These proofs can give us pause; should we believe the unbelievable? This is the power of a paradox. This site explains many of the classic paradoxes, including Achilles and the Tortoise.

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Logical Paradoxes | logicalparadoxes.info Reviews
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Logic is a powerful tool; it can be used to discern and to discover truth. Sometimes, though, this tool falls into the hands of those who would abuse it. Armed with the laws of logic and a few simple, plausible, and apparently harmless assumptions, philosophers can construct proofs of the most absurd conclusions. These proofs can give us pause; should we believe the unbelievable? This is the power of a paradox. This site explains many of the classic paradoxes, including Achilles and the Tortoise.
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Logical Paradoxes | logicalparadoxes.info Reviews

https://logicalparadoxes.info

Logic is a powerful tool; it can be used to discern and to discover truth. Sometimes, though, this tool falls into the hands of those who would abuse it. Armed with the laws of logic and a few simple, plausible, and apparently harmless assumptions, philosophers can construct proofs of the most absurd conclusions. These proofs can give us pause; should we believe the unbelievable? This is the power of a paradox. This site explains many of the classic paradoxes, including Achilles and the Tortoise.

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Logical Paradoxes » The Paradox of Latent Belief

http://www.logicalparadoxes.info/latent-belief

The Paradox of Latent Belief. The Paradox of Latent Belief. Belief is a cognitive state; believing something is a matter of having a certain kind of positive mental attitude towards it, of thinking that it is true. There are, however, numerous propositions that we believe to be true even though we have never entertained them. Paradoxically, it seems that belief is independent of thought. Explains, belief is necessary for knowledge). However, until you read this page you had never entertained it. You now ...

2

Logical Paradoxes » The Tristram Shandy Paradox

http://www.logicalparadoxes.info/tristram-shandy

The Tristram Shandy Paradox. The Tristram Shandy Paradox. Tristram Shandy is an auther writing an auto-biography. Unfortunately, he writes very slowly; each day of his life takes him a year to write about. The Tristram Shandy paradox asks:. If Shandy continues at this rate for eternity then will his book ever be finished? How can it be that Shandy ever falls further behind, and yet that given an eternity he will complete his work? Achilles and the Tortoise. The Paradox of the Heap.

3

Logical Paradoxes » The Unexpected Hanging

http://www.logicalparadoxes.info/unexpected-hanging

The murderer leaves the courtroom with a light heart, knowing that the sentence handed down to him cannot be carried out. He reasons like this:. Suppose that on the seventh morning I am alive. I will know that that is the day that I am to die. But the judge said that I would not know the day that I am to die. Therefore I will not be hanged on the seventh day. The sixth day is the last day that it could be. He is hanged on the morning of the third day, much to his surprise. Achilles and the Tortoise.

4

Logical Paradoxes » The Paradox of the Heap

http://www.logicalparadoxes.info/heap

The Paradox of the Heap. The Paradox of the Heap. A single grain of sand is not a heap; that’s obvious. A heap is a collection of things, you need several things to make it up. Two grains of sand isn’t a heap either; a heap is a collection of several things, more than just a couple. This is what gives rise to the paradox of the heap (also called the Sorites paradox , sorites being the Greek word for heap). Is it a heap or not? Taking away a single grain of sand cannot turn a heap into a non-heap. We ...

5

Logical Paradoxes » Theseus’ Ship

http://www.logicalparadoxes.info/theseus-ship

Theseus is remembered in Greek mythology as the slayer of the Minotaur. For years, the Athenians had been sending sacrifices to be given to the Minotaur, a half-man, half-bull beast who inhabited the labyrinth of Knossos. One year, Theseus braved the labyrinth, and killed the Minotaur. The ship in which he returned was long preserved. As parts of the ship needed repair, it was rebuilt plank by plank. Suppose that, eventually, every plank was replaced; would it still have been the same ship?

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NotNotPhilosophy: Paradoxes

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Fallacies and Critical Thinking. Paradoxes and Contemporary Logic: SEP. Predicative and Impredicative Definitions: IEP. Relevant to paradoxes of self-reference, such as Russell's paradox, the liar paradox and Berry's paradox). Is a useful site. Peter Cave discusses paradoxes and their relevance to philosophy. A podcast series dedicated to presenting in a clear, concise, and accessible manner central problems that engage contemporary philosophy). The Philpapers category for Paradoxes. It raises similar is...

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Logical Paradoxes

Logic is a powerful tool; it can be used to discern and to discover truth. Sometimes, though, this tool falls into the hands of those who would abuse it. Armed with the laws of logic and a few simple, plausible, and apparently harmless assumptions, philosophers can construct proofs of the most absurd conclusions. These proofs can give us pause; should we believe the unbelievable? This is the power of a paradox. This site explains many of the classic paradoxes, including Achilles and the Tortoise.

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