Also, General Relativity defines non-inertia space-time as a space of Riemann. For Riemann space has positive curvature, we have to doubt about where the minus curvature space is.

 
  • 廣義相對論把非慣性時(shí)空定義為黎曼空間,但由于黎曼幾何是正曲率空間,既然廣義時(shí)空是對稱(chēng)的,我們必然要問(wèn),負曲率空間到哪去了?
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