维数基本常数的个数
The number of dimensional fundamental constants
摘要：
我们重新审视，资格，并客观地解决了这个看似有争议的问题，即在自然界中的维基本常数的数量是多少。为此目的，我们只假设我们能直接测量的只是空间和时间间隔，这就足以评估任何物理可观测值。我们得出了维基本常数的个数为2的结论。我们强调，这是一个客观的结果，而不是一个“哲学观点”，我们让它明确如何反驳它，以证明我们是错误的。我们的结论与Veneziano的弦论一致，但我们的论点并不基于任何特定的理论。因此，这意味着三个通常被认为是基本常数“G”，“c”或“h”之一可以消除，我们明确地显示如何可以实现这一点。
英文摘要：
We revisit, qualify, and objectively resolve the seemingly controversial question about what is the number of dimensional fundamental constants in Nature. For this purpose, we only assume that all we can directly measure are space and time intervals, and that this is enough to evaluate any physical observable. We conclude that the number of dimensional fundamental constants is two. We emphasize that this is an objective result rather than a "philosophical opinion", and we let it clear how it could be refuted in order to prove us wrong. Our conclusion coincides with Veneziano's string-theoretical one but our arguments are not based on any particular theory. As a result, this implies that one of the three usually considered fundamental constants "G", "c" or "h" can be eliminated and we show explicitly how this can be accomplished.
机构、总结、中文摘要均由AI分析而来，可能存在错误，请以论文正文为准。
