论文标题
网关般的荒谬的可穿越的虫洞解决方案
Gateway-like absurdly-benign traversable wormhole solutions
论文作者
论文摘要
构建了一类虫洞溶液，具有限制了实现网关状构型的极地自由度。这迫使使用分布值的指标和连接，这些指标和连接进一步迫使使用分布的中成分产品来定义分布值曲率，爱因斯坦张量和其他相关数量。由于中子产物的非缔合性，该解决方案要求具有非金属效应（如非金属）等非瑞曼效应（例如非金属）效应的时空。最后，得出负能量需求为零的理想网关配置。
A class of wormhole solutions is constructed that has restricted polar degrees of freedom to achieve a gateway-like configuration. This compels the use of distribution-valued metrics and connections which further compels the use of neutrix product of distributions, to define distribution-valued curvature, Einstein tensor, and other relevant quantities. The solution demands a spacetime with non-Riemannian effects like non-metricity to be consistent and well-defined, due to the non-associativity of the neutrix product. Finally, the ideal gateway configuration where the negative energy requirement is zero is derived.
