Abstract
Static, spherically symmetric bodies are studied by the use of flat space-time theory of gravitation. In empty space a singularity at a Euclidean distance from the centre can exist. But the radius of this singular sphere is smaller than the radius of the body. Hence, there is no event horizon, i.e. black holes do not exist. Escape of energy and information is possible. Flat space-time theory of gravitation and quantum mechanics do not contradict to one another.
Highlights
In this paper the theory of gravitation in flat space-time [1] [2] is applied to static, spherically symmetric bodies
We mention that flat space-time theory of gravitation implies no big bang for homogeneous, isotropic, cosmological models
The universe contracts to a positive minimum and it expands for all times
Summary
In this paper the theory of gravitation in flat space-time [1] [2] is applied to static, spherically symmetric bodies. The universe contracts to a positive minimum (corresponding to the big bang of general relativity) and it expands for all times This result can be found in the book [4] and in the article [5]. It is worth to mention that the energy-momentum of the gravitational field T (G)i is a tensor contrary to the j one of general relativity. The derivative of these results can be found in the articles [1] [2] and in the book [5]
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