论文标题
压缩，T偶性和量子擦除器
Compactification, T-Duality and Quantum Erasers
论文作者
论文摘要
我们将使用T-二元性，认为在压缩额外维度的弦弦理论的低能量有效场理论中存在零点长度。此外，如果我们忽略了振荡器模式，则该零点长度将修改低量子机械系统。由于该零长度是几何固定的，因此分析其如何修饰纯量子机械效应很重要。因此，我们将分析其对量子橡皮擦的影响，因为它们基于诸如纠缠之类的量子效应。可以观察到这些量子橡皮擦的行为会被此零点长度修改。由于零点长度是通过压实的半径固定的，因此我们认为这些结果表明几何和量子效应之间的联系更深。
Using T-duality, we will argue that a zero point length exists in the low energy effective field theory of string theory on compactified extra dimensions. Furthermore, if we neglect the oscillator modes, this zero point length would modify low quantum mechanical systems. As this zero length is fixed geometrically, it is important to analyze how it modifies purely quantum mechanical effects. Thus, we will analyze its effects on quantum erasers, because they are based on quantum effects like entanglement. It will be observed that the behavior of these quantum erasers gets modified by this zero point length. As the zero point length is fixed by the radius of compactification, we argue that these results demonstrate a deeper connection between geometry and quantum effects.
