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Quantum Zeno effect: (Turing paradox) echoing the Zeno paradox, a quantum particle that is continuously observed cannot change its state Schrödinger's cat paradox : According to the Copenhagen interpretation of quantum mechanics, a cat could be simultaneously alive and dead, as long as it remains unobserved.
Zeno's paradoxes are a series of philosophical arguments presented by the ancient Greek philosopher Zeno of Elea (c. 490–430 BC), [1] [2] ...
The story centers around two college professors, Hardy and Grote, who argue about one of Zeno's Paradoxes, called The dichotomy paradox, where a frog wants to get up from a well, but each jump is half of the previous one. That way, Hardy argues, the frog will never exit the well, while Grote argues the opposite: that the frog will eventually ...
Zeno's paradoxes are still debated, and they remain one of the archetypal examples of arguments to challenge commonly held perceptions. [ 13 ] [ 14 ] The paradoxes saw renewed attention in 19th century philosophy that has persisted to the present. [ 3 ]
The comparison with Zeno's paradox is due to a 1977 article by Baidyanath Misra & E. C. George Sudarshan. The name comes by analogy to Zeno's arrow paradox, which states that because an arrow in flight is not seen to move during any single instant, it cannot possibly be moving at all. In the quantum Zeno effect an unstable state seems frozen ...
He decides to take the Antelope Freeway, and the distance signs to it progress per Zeno's paradox (one mile, 1/2 mile, 1/4 mile, etc.) The infinite series is broken only when he decides to try the "all-weather climate control", and selects "tropical paradise" from a list of options.
One of Zeno's paradoxes about the impossibility of motion; From the surname Arrow, it may mean: Kenneth Arrow's impossibility theorem about social choice and voting; Arrow information paradox: "its value for the purchaser is not known until he has the information, but then he has in effect acquired it without cost"
Zeno of Elea (c. 490 – c. 430 BCE), philosopher, follower of Parmenides, known for his paradoxes; Zeno of Citium (333 – 264 BCE), founder of the Stoic school of philosophy; Zeno of Tarsus (3rd century BCE), Stoic philosopher; Zeno of Sidon (1st century BCE), Epicurean philosopher; Zeno of Rhodes (not later than 220 BCE), historian and ...
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