论文标题
在动量空间中的翻译和最小的长度
Translation in momentum space and minimal length
论文作者
论文摘要
我们表明，在Snyder代数的存在下，动量空间中翻译的概念被修改为类似于速度相对论添加的公式。这些结果证实了Snyder代数与Lorentz组之间的严格联系。
We show that in presence of the Snyder algebra the notion of translation in momentum space is modified to a formula similar to the relativistic addition of velocities. These results confirm the strict connection between Snyder algebra and the Lorentz group.
