Relativity and Cosmology

    

Can Geometry Produce Work?

Authors: D. Chakalov

Can non-tensorial Christoffel symbols produce work? Consider two kitchen scales, A and B, on a table at rest, and two apples on them, with different weight, say, an apple with 200g on scale A, and another apple with 400g on scale B. Can we relate their “geodesics” in 4D spacetime, due to non-tensorial Christoffel symbols, to the fact that the former will produce different weight? Obviously, the apple with weight 400g will (i) resist acceleration harder than the one with 200g. Obviously, something is doing work (ii) by simultaneously pressing the scales A and B on the table. Obviously, (i) = (ii), but what is it? Perhaps the answer to this question will be the cornerstone of quantum gravity and physical theology. To that end, I propose two-day conference GRAVITY 21, 26-27 March 2021 in Munich, EU (p. 13). Notice also my video presentation at YouTube on 21 September 2020 (p. 27ff).

Comments: 41 Pages. Comments welcome.

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Submission history

[v1] 2020-03-19 21:13:25
[v2] 2020-03-21 08:56:57
[v3] 2020-03-22 06:29:44
[v4] 2020-03-24 08:37:21
[v5] 2020-03-26 09:24:23
[v6] 2020-03-28 07:58:22
[v7] 2020-03-30 08:58:21
[v8] 2020-04-02 06:03:44
[v9] 2020-04-04 06:39:11
[vA] 2020-04-06 19:53:12
[vB] 2020-04-09 17:25:18
[vC] 2020-04-12 04:44:49
[vD] 2020-04-17 16:47:12
[vE] 2020-04-27 07:44:29
[vF] 2020-04-30 09:19:11
[vG] 2020-05-06 19:15:13
[vH] 2020-05-17 10:32:37
[vI] 2020-05-31 12:08:15

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