George Green in Regensburg: The Fascinating Story of the Green's Function
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George Green: From Miller in Nottingham to Pioneer of Modern Mathematics
How does a self-taught miller from Nottingham become a key figure in mathematical physics? The public lecture at the University of Regensburg on November 5, 2026, follows in the footsteps of George Green and his groundbreaking essay from 1828.
An Extraordinary Life Story
George Green lived from 1793 to 1841 and worked as a baker and miller in his early years. Despite limited formal education, he independently acquired complex mathematical works, including writings by Laplace, Poisson, and Fourier. His personal story connects practical daily life with scientific passion, making the lecture a unique event experience.
The Development of the Green's Function
At the center is Green's essay An Essay on the Applications of Mathematical Analysis to the Theories of Electricity and Magnetism, which he published in 1828 by self-publishing. The work introduced important mathematical concepts, including Green's identities, potential functions, and the Green's function taught worldwide today.
Mathematics in Historical Context
Gregor Tanner, Professor of Applied Mathematics at the University of Nottingham, provides a professional and historical contextualization of the essay's emergence. The lecture highlights Green's engagement with the French mathematical school and Leibniz notation as well as the later rediscovery of his work by Sir Edward Bromhead and William Thomson, the later Lord Kelvin.
Lecture Experience on Campus or Online
The event is aimed at the interested public and takes place in lecture hall H34 at the University of Regensburg. Additionally, there is an option to follow the lecture via Zoom. The format combines scientific expertise, biography, and historical investigation into an accessible evening for math enthusiasts, students, and culture-interested guests.
Conclusion
Visitors can expect an inspiring journey through the life of an extraordinary thinker and the history of a mathematical idea that continues to resonate today. Those who enjoy experiencing science in its historical context will discover a fascinating connection of personality, research, and mathematical precision here.
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