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Arnold's Problems is a book edited by Soviet mathematician Vladimir Arnold, containing 861 mathematical problems from many different areas of mathematics. The book was based on Arnold's seminars at Moscow State University. The problems were created over his decades-long career, and are sorted chronologically (from the period 1956–2003).
The answer to the first question is 2 / 3 , as is shown correctly by the "simple" solutions. But the answer to the second question is now different: the conditional probability the car is behind door 1 or door 2 given the host has opened door 3 (the door on the right) is 1 / 2 .
The problem is named after Pál Turán, who formulated it while being forced to work in a brick factory during World War II. [ 1 ] A drawing method found by Kazimierz Zarankiewicz has been conjectured to give the correct answer for every complete bipartite graph, and the statement that this is true has come to be known as the Zarankiewicz ...
Form 2 squares that do not touch each other by removing 8 matchsticks. We have a screenshot for the solution but the solution is very simple: Just click all the parts in the middle except the one ...
In game theory, the homicidal chauffeur problem is a mathematical pursuit problem which pits a hypothetical runner, who can only move slowly, but is highly maneuverable, against the driver of a motor vehicle, which is much faster but far less maneuverable, who is attempting to run him down. Both runner and driver are assumed to never tire.
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The problem, based on Siegel's theory for quadratic forms, submitted to a long series of case analysis steps. 1990: Ken Ribet: epsilon conjecture: modular forms: 1992: Richard Borcherds: Conway–Norton conjecture: sporadic groups: Usually called monstrous moonshine: 1994: David Harbater and Michel Raynaud: Abhyankar's conjecture: algebraic ...
Even "The Nightmare Before Christmas" (1993) superfans may not have noticed these details.. Many of the decorations around Halloween Town are made from coffins, spiders, and pumpkins.. There are ...