TABLE OF CONTENTS

TABLE OF CONTENTS

1. Historical Introduction i-xxiii

[By Mr. P. C. Mahalanobis.]

2. On the Electrodynamics of Moving Bodies 1-34

[Einstein’s first paper on the restricted Theory of Relativity, originally published in the Annalen der Physik in 1905. Translated from the original German by Dr. Meghnad Saha.]

3. Albrecht Einstein 35-39

[A short biographical note by Dr. Meghnad Saha.]

4. Principle of Relativity 1-52

[H. Minkowski’s original paper on the restricted Principle of Relativity first published in 1909. Translated from the original German by Dr. Meghnad Saha.]

5. Appendix to the above by H. Minkowski 53-88

[Translated by Dr. Meghnad Saha.]

6. The Generalised Principle of Relativity 89-163

[A. Einstein’s second paper on the Generalised Principle first published in 1916. Translated from the original German by Mr. Satyendranath Bose.]

7. Notes 165-185

Transcriber’s Note:This ebook includes complex mathematical formulas. Some are simple in-line expressions like k = 1 - 1/μ2. They may include special notations such as [=a] for an 'a' with a bar across the top, [.a] for an 'a' with a dot over it, [..a] for an 'a' with two dots over it. Others are more complex “ASCII Art” like this:l               l              2lc        2lt₁ = ------- + ---------- = ----------- = --- β²c - u      c + u         c² - u²      c

Transcriber’s Note:

Transcriber’s Note:

Transcriber’s Note:

This ebook includes complex mathematical formulas. Some are simple in-line expressions like k = 1 - 1/μ2. They may include special notations such as [=a] for an 'a' with a bar across the top, [.a] for an 'a' with a dot over it, [..a] for an 'a' with two dots over it. Others are more complex “ASCII Art” like this:

l               l              2lc        2lt₁ = ------- + ---------- = ----------- = --- β²c - u      c + u         c² - u²      c

l               l              2lc        2lt₁ = ------- + ---------- = ----------- = --- β²c - u      c + u         c² - u²      c

l               l              2lc        2lt₁ = ------- + ---------- = ----------- = --- β²c - u      c + u         c² - u²      c

l               l              2lc        2l

t₁ = ------- + ---------- = ----------- = --- β²

c - u      c + u         c² - u²      c


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