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作者 寻找回来的世界   
所跟贴 不懂。物理上的奇点和数学上的有没有对应关系?物理的奇点是不是用数学来表达?如果是,则老票的定义就可能有危险性。 -- 小小衲 - (0 Byte) 2010-6-14 周一, 上午8:20 (120 reads)
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加入时间: 2009/08/25
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文章标题: 还是摘自维基 (148 reads)      时间: 2010-6-14 周一, 上午8:56

作者:断章师爷驴鸣镇 发贴, 来自 http://www.hjclub.org

Many theories in physics have mathematical singularities of one kind or another. Equations for these physical theories predict that the rate of change of some quantity becomes infinite or increases without limit. This is generally a sign for a missing piece in the theory, as in the Ultraviolet Catastrophe and in renormalization.
In supersymmetry, a singularity in the moduli space happens usually when there are additional massless degrees of freedom in that certain point. Similarly, it is thought that singularities in spacetime often mean that there are additional degrees of freedom that exist only within the vicinity of the singularity. The same fields related to the whole spacetime, also exist; for example, the electromagnetic field. In known examples of string theory, the latter degrees of freedom are related to closed strings, while the degrees of freedom are "stuck" to the singularity and related either to open strings or to the twisted sector of an orbifold.
Some theories, such as the theory of Loop quantum gravity suggest that singularities may not exist. The idea is that due to quantum gravity effects, there is a minimum distance beyond which the force of gravity no longer continues to increase as the distance between the masses become shorter.

作者:断章师爷驴鸣镇 发贴, 来自 http://www.hjclub.org
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