Zeno's Paradoxes Essay. 11843 Words 48 Pages. Zeno's Paradoxes Almost everything that we know about Zeno of Elea is to be found in the opening pages of Plato's Parmenides. There we learn that Zeno was nearly 40 years old when Socrates was a young man, say 20. Since Socrates was born in 469 BC we can estimate a birth date for Zeno around 490 BC.
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Paradoxes of Zeno and the concept of infinity. It was precisely in connection with the discovery of disparate quantities that the concept of infinity penetrated into Greek mathematics. In their search for a common unit of measurement for all quantities, the Greek geometers could consider infinitely divisible quantities, but the idea of infinity drove them into deep confusion.
Our topic today will be a group of the oldest, and most historically important, paradoxes ever set forth: the paradoxes of motion credited to Zeno of Elea. These paradoxes can be thought of as one of the earliest examples of a type of argument which has been quite common in the history of philosophy: an argument which, if successful, shows.
A paradox is a persuasive argument that something, which we judge must be false, is true. Zeno's Paradox, for example, is a convincing argument that it's impossible to move. Paradoxes are valuable in philosophy because they help us become aware of forms of argument that are deceptively convincing yet logically fallacious.
Zeno of Elea, his paradoxes and concepts of infinity Pythagorean school Pythagoras founded a brotherhood of a religious, philosophical, and scientific nature with a political bias. The works, usually attributed to Pythagoras, refer not only to the legendary Pythagoras, but in general to the works of this school between 585 and 400 BC.
Zeno's Paradox, for example, is a convincing argument that it's impossible to move. Paradoxes are valuable in philosophy because they help us become aware of forms of argument that are deceptively convincing yet logically fallacious. John and Ken are joined by Roy Sorensen from Dartmouth College, author of A Brief History of the Paradox.
In fact it is a postulate of the problem. Zeno creates the paradox by assuming that Atalanta must reach the halfway mark. In order for her to reach the end, she must first go halfway, he says. In this way, the halfway mark becomes Zeno’s own postulate. He must assume it in order to create the paradox.