论文标题
具有最大可观察动量的普遍不确定性原理，没有最小的不确定性
Generalized uncertainty principle with maximal observable momentum and no minimal length indeterminacy
论文作者
论文摘要
我们提出了海森堡不确定性原理的新概括，该原则引入了最大可观察的动量的存在，与此同时，并不需要最少的不确定性。以上结果是确切的普遍不确定性原理（GUP），在所有能量尺度上有效。对于变形参数$β$的少量值，我们的ANSATZ与从字符串理论中借来的GUP的通常表达相一致，双重特殊相对论和其他提供$β$的量子重力候选者。作为初步分析，我们研究了该新模型对某些量子机械应用和黑洞热力学的影响。
We present a novel generalization of the Heisenberg uncertainty principle which introduces the existence of a maximal observable momentum and at the same time does not entail a minimal indeterminacy in position. The above result is an exact generalized uncertainty principle (GUP), valid at all energy scales. For small values of the deformation parameter $β$, our ansatz is consistent with the usual expression for GUP borrowed from string theory, doubly special relativity and other quantum gravity candidates that provide $β$ with a negative sign. As a preliminary analysis, we study the implications of this new model on some quantum mechanical applications and on the black hole thermodynamics.
