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1. web.physics.ucsb.edu › ~gravitybookAn Introduction to Einstein's General Relativity

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   GRAVITY An Introduction to Einstein's General Relativity James B. Hartle. Addison-Wesley. Publisher Cambridge University Press 2021 : https://www.cambridge.org ...

2. www.academia.edu › 38223956 › James_B_Hartle_Gravity_AnJames B. Hartle - Gravity_ An Introduction to Einstein’s General...

   www.academia.edu › 38223956 › James_B_Hartle_Gravity_An

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   This is an introduction to General Relativity in three parts: 1: The way to the Einstein equations Classic gravitation: Newtonian gravity, Galilei transformations Special Relativity: Lorentz trasformations Fundamental principles of GR: equivalence principle, general covariance principle Tensor formalism:4-vectors, 4-tensors GR tensors: covariant derivative, Christoffel symbols, Ricci tensor ...

3. www.amazon.com › Gravity-Introduction-Einsteins-GeneralGravity: An Introduction to Einstein's General Relativity: Hartle...

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   2 set 2021 · With Hartle's presentation, relativity is more than its dry mathematics; instead it is an elegant, curious, and intellectually vibrant subject that is central to many of the most intriguing questions in physics and astrophysics today.'

   • Autore: James B. Hartle

4. www.wikiwand.com › zh-cn › 詹姆斯·哈妥詹姆斯·哈妥 - Wikiwand

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   詹姆斯·伯克特·哈妥 （英语： James Burkett Hartle ，1939年8月20日 — ），美国 物理学家 ，自1966年起任教于 加州大学圣塔芭巴拉分校 (UCSB)物理系。. 他著名的成就包括有 广义相对论 、 天文物理学 与 量子力学诠释 等领域。. 在与 史蒂芬·霍金 合作之下，他提出了 ...

5. pubs.aip.org › physicstoday › articleGravity: An Introduction to Einstein’s General Relativity

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   1 gen 2005 · Hartle’s strategy is not to start, in the usual way, with the definition of a manifold and the development of differential geometry. Instead, the bulk of the text uses only calculus and basic differential equations; a streamlined treatment of differential geometry is given at the end of the text.

6. en.wikipedia.org › wiki › Hartle–Hawking_stateHartle–Hawking state - Wikipedia

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   The Hartle–Hawking state, also known as the no-boundary wave function is a proposal in theoretical physics concerning the state of the universe prior to the Planck epoch. [1] [2] [3] It is named after James Hartle and Stephen Hawking .