论文标题
部分可观测时空混沌系统的无模型预测
Generalized Veneziano and Virasoro amplitudes
论文作者
论文摘要
我们分析了所谓的广义委内亚会和广义的Virasoro振幅。在某些物理假设下，我们发现它们的光谱必须满足一组过度确定的非线性递归关系。可以分析的委内斯委托人振幅的递归关系，并产生一个两参数家族，其中包括委内撒诺幅度，单参数的COON振幅家族，以及在每个质量层面上具有Spins spins spins spins spins spin的较大的两参数自己的家族。在广义的Virasoro情况下，唯一一致的解决方案是弦谱。
We analyze so-called generalized Veneziano and generalized Virasoro amplitudes. Under some physical assumptions, we find that their spectra must satisfy an over-determined set of non-linear recursion relations. The recursion relation for the generalized Veneziano amplitudes can be solved analytically and yields a two-parameter family which includes the Veneziano amplitude, the one-parameter family of Coon amplitudes, and a larger two-parameter family of amplitudes with an infinite tower of spins at each mass level. In the generalized Virasoro case, the only consistent solution is the string spectrum.
