Robyn Arianrhod
Australian historian of science
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Robyn Arianrhod's Degrees
- Bachelors Mathematics University of Melbourne
- PhD Mathematics University of Melbourne
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Why Is Robyn Arianrhod Influential?
(Suggest an Edit or Addition)According to Wikipedia, Robyn Arianrhod is an Australian historian of science known for her works on the predecessors to Albert Einstein, on Émilie du Châtelet and Mary Somerville, and on Thomas Harriot. Education In the 1970s, Arianrhod left her honours program in mathematics to join a radical counterculture community, without electricity, running water, or communications. She returned to school, earned a bachelor's degree from Melbourne, Australia-based Monash University in 1993, and a doctorate from Monash University in 2003. She remains affiliated with Monash University as an honorary research associate in the mathematical sciences.
Robyn Arianrhod's Published Works
Published Works
- Electric and magnetic Weyl tensors: classification and analysis (1994) (68)
- Principal null directions of Petrov type I Weyl spinors: geometry and symmetry (1992) (28)
- «Degenerate» non-degenerate spacetime metrics (1990) (22)
- Einstein's heroes : imagining the world through the language of mathematics (2005) (18)
- Seduced by Logic: Émilie Du Châtelet, Mary Somerville and the Newtonian Revolution (2012) (9)
- Principal null directions of the Curzon metric (1991) (9)
- Einstein's Heroes (2004) (6)
- Kundt solutions of Einstein's equations with one non-null Killing vector (1990) (1)
- The evolution of an idea: a review of the Noether theorems (2013) (0)
- The A llure of Mathematics or Book Review: Seduced by Logic: Emilie Du Chatelet, Mary (2016) (0)
- A Book Review Enlightening Symbols (2015) (0)
- Mathematics and gender: edited by Elizabeth Fennema and Gilah C. Leder, 214 pages. Athene Series, Teachers College Press, Columbia University, New York and London. (1993) (0)
- The Evolution of an Idea—A Book Review (2013) (0)
- Émilie du Châtelet Between Leibniz and Newton edited by Ruth Hagengruber (2016) (0)
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