Wild About Math! Making Math fun and accessible

19Aug/120

Dora Musielak – Inspired by Math #10

Note: The first minute or so of the audio is choppy but it's fine after that.

About Dora Musielak


Dr. Dora Musielak is a research professor, the recipient of two NASA research fellowships, and teaches science and mathematics for engineers and scientists. She is member of the American Institute of Aeronautics and Astronautics (AIAA), the Association of Women in Science (AWIS), and the Association for Women in Mathematics,(AWM).

In addition to her research, Dr. Musielak is an enthusiastic promoter of the history of women in mathematics and gives talks to inspire young women. Musielak is also the author of Kuxan Suum: Path to the Center of the Universe, an unusual popular science book combining topics from astrophysics and astronautics. She is currently studying the history of mathematics, focusing on the 17th and 18th centuries.

About Sophie's Diary

Sophie’s Diary: A Mathematical Novel is a work of fiction inspired by French mathematician Sophie Germain. It chronicles the coming of age of a teenager learning mathematics on her own, growing up during the most turbulent years of the French Revolution. The fictionalized diary uses mathematics, intertwined with historically-accurate accounts of the social chaos that reigned in Paris between 1789 and 1794, to describe the learning journey of a remarkable girl that became the first and only woman in history to make a substantial contribution to the proof of Fermat’s Last Theorem.

Sophie Germain was born in Paris in 1776. Little is known about her childhood or about her initiation into mathematics. Her first biographers wrote that, as a young woman, she assumed the name of a male student at the École Polytechnique to submit her own work to Lagrange. Yet, no biography has explained how Germain studied mathematics before that time to encourage such boldness. Sophie’s Diary is an attempt to put in perspective how a self-taught girl could have acquired the knowledge to enter the world of Lagrange’s analysis.

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