In Topological Vortex Theory (TVT), topological vortices are core concepts describing the essence of spacetime, reconstructing the continuous spacetime of traditional physics into the topological structure of a dynamic vortex network. Unlike general relativity, which interprets gravity as the curvature of spacetime, TVT posits that the "curvature" of spacetime is essentially the local distortion and interaction of vortex structures. For instance, gravitational effects can be analogized to momentum exchange in the vortex motion of an ideal fluid.
This model also incorporates quantum characteristics, where the merging/splitting of vortices corresponds to phase transitions, offering a new pathway for the quantization of the gravitational field.
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