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Rough Diamonds

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Title: Rough Diamonds
Description:
Vivienne Becker.

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Rough Diamonds
Rough Diamonds
Hutton was one of many rough diamonds—‘men of great talent but no polish’—who offer an alternative model to ‘politeness’. These self-educated entrepreneurs add a new layer to our k...
Hutton and the Priestley Riots
Hutton and the Priestley Riots
Chapter 6 revisits the Priestley riots (1791) from the viewpoint of a victim, and finds causes concerning the wealth and power of rough diamonds. Birmingham’s print culture and att...
A Textual and Archival Reexamination of Lucy Mack Smith’s History
A Textual and Archival Reexamination of Lucy Mack Smith’s History
Previous scholarly treatment of the history of Lucy Mack Smith has explained the work of Martha and Howard Coray in editing and compiling it. In “A Textual and Archival Reexaminati...
TESTING OF SEDIMENTARY DEPOSITS AT DIAMOND SEARCHING WORKS
TESTING OF SEDIMENTARY DEPOSITS AT DIAMOND SEARCHING WORKS
The book contains materials on the search for modern and buried alluvial and primary deposits of diamonds. Much attention is paid to prospecting testing of potentially diamondife...
Hutton as an Author
Hutton as an Author
Reading and writing were cornerstones of the lives of self-educated rough diamonds like Hutton. He is a perfect example of the dreaded rising author, who wrote for money, without e...
Hutton Enters Public Office
Hutton Enters Public Office
Chapter 5 shows the opportunities and limits of participating in Birmingham’s government. A lively print culture and competing newspapers led to high levels of engagement. Since Bi...
Introduction
Introduction
The introduction shows the convergence and intertwining of the Industrial Revolution and the provincial Enlightenment. At the centre of this industrial universe lay Birmingham; and...
Algebraic Surfaces and the Miyaoka-Yau Inequality
Algebraic Surfaces and the Miyaoka-Yau Inequality
This chapter discusses complex algebraic surfaces, with particular emphasis on the Miyaoka-Yau inequality and the rough classification of surfaces. Every complex algebraic surface ...

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