The apparent fine-tuning of the cosmological, gravitational and fine structure constants

Eaves Laurence

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The apparent fine-tuning of the cosmological, gravitational and fine structure constants

机译：宇宙学，引力和精细结构常数的表观微调

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A numerical coincidence relating the values of the cosmological, gravitational and electromagnetic fine structure constants is presented and discussed in relation to the apparent anthropic fine-tuning of these three fundamental constants of nature. (C) 2015 Elsevier B.V. All rights reserved.

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《Physica, A. Statistical mechanics and its applications 》 |2016年第null期| 共3页
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Eaves Laurence;
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正文语种 eng
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关键词
Cosmological constant; Fine-tuning; Fine-structure constant; Coincidence problem;

机译：宇宙常数;微调;精细结构常数;重合问题;

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专利

1. The apparent fine-tuning of the cosmological, gravitational and fine structure constants [J] . Eaves Laurence Physica, A. Statistical mechanics and its applications . 2016 ,第Null期

机译：宇宙学，引力和精细结构常数的表观微调
2. Determining Evolution of Cosmological Constant, Gravitational Constant and Speed of Light Using Nonadiabatic Cosmological Model and LLR Findings [J] . Rajendra P. Gupta Galaxies . 2019 ,第3期

机译：利用非绝热宇宙模型和LLR发现确定宇宙常数，引力常数和光速的演化
3. Kaluza-Klein Bulk Viscous Cosmological Model with Time Dependent Gravitational Constant and Cosmological Constant [J] . Jain Namrata I., Bhoga Shyamsunder S. International Journal of Theoretical Physics: A Journal of Original Research and Reviews in Theoretical Physics and Related Mathematics, Dedicated to the Unification of Physics . 2015 ,第8期

机译：具有时间相关引力常数和宇宙常数的Kaluza-Klein本体粘滞宇宙模型
4. The Cosmological Constant is not Really Constant but the Function of a Gravitational Radius [C] . Branko M. Novakovic, Dario B. Novakovic, Alen B. Novakovic International Conference on Computing Anticipatory Systems . 2004

机译：宇宙恒定不是真正恒定的，而是引力半径的功能
5. A laboratory test of Einstein's equivalence principle in atomic dysprosium: Search for temporal and gravitational variation of the fine-structure constant. [D] . Cingoz, Arman. 2009

机译：爱因斯坦原子中当量原理的实验室测试：寻找精细结构常数的时间和重力变化。
6. Varying Constants Gravitation and Cosmology [O] . Jean-Philippe Uzan -1

机译：变化的常数引力和宇宙学
7. The apparent fine-tuning of the cosmological, gravitational and fine structure constants [O] . Eaves, Laurence 2015

机译：宇宙学，引力和精细的明显微调结构常数
8. Cosmological Solutions in D=6, N=2 Kaluza-Klein Supergravity. Friedmann Universe Without Fine-Tuning [R] . Maeda, K., Nishino, H. 1984

机译：D = 6，N = 2 Kaluza-Klein超重力的宇宙学解。弗里德曼宇宙没有微调

The apparent fine-tuning of the cosmological, gravitational and fine structure constants

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