论文标题
Quantum Godwin的律法
Quantum Godwin's Law
论文作者
论文摘要
戈德温的律法，即随着时间的流逝，与纳粹或希特勒进行比较的可能性很快接近统一的经验观察，这是互联网上最有据可查的事实之一。预见量子互联网，在这里，我们在合理的模型假设下显示了戈德温定律的多项式量子加速。具体而言，在量子讨论中，希特勒将平均提及四边形，我们猜想在特定的网络拓扑下，即使是立方加速也是可能的。我们还表明，除非多项式层次结构崩溃到一定有限的水平，否则加速度不能超过指数级。我们报告了数值实验，以模拟未来量子互联网中量子戈德温定律的外观；我们研究中最惊人的发现是 - 与量子计算速度不同，量子dodwin效应不仅可以抵抗噪声，而且实际上是通过腐烂增强的。对于这种惊人的行为，我们尚无理论上的解释，也没有良好的应用，我们将量子性过高。
Godwin's law, i.e. the empirical observation that as an online discussion grows in time, the probability of a comparison with Nazis or Hitler quickly approaches unity, is one of the best-documented facts of the internet. Anticipating the quantum internet, here we show under reasonable model assumptions a polynomial quantum speedup of Godwin's law. Concretely, in quantum discussions, Hitler will be mentioned on average quadratically earlier, and we conjecture that under specific network topologies, even cubic speedups are possible. We also show that the speedup cannot be more than exponential, unless the polynomial hierarchy collapses to a certain finite level. We report on numerical experiments to simulate the appearance of the quantum Godwin law in future quantum internets; the most amazing finding of our studies is that -- unlike quantum computational speedups -- the quantum Godwin effect is not only robust against noise, but actually enhanced by decoherence. We have as yet no theoretical explanation, nor a good application, for this astonishing behaviour, which we dub quantum hyperpiesia.
