Prominent Women in Mathematics
Succeeding as a woman in mathematics (a highly male dominated field even today) required extreme persistence and determination. Though there are surely many women mathematicians who remain unrecognized, this section presents the most prominent women as they are known today. Overcoming the extreme adversity they faced, women have made many significant mathematical developments. Sophie Germain is among the foremost established female mathematicians in history. Living during the tumultuous French Revolution of the eighteenth century, her contribution to mathematics was marked by adversity. Assuming the identity of a man, Germain worked tirelessly to prove Fermat’s Last Theorem. Her knowledge of mathematics was especially discouraged due to her non-aristocratic background. Eventually, after forcing her own way through an advanced education, Germain consulted with Carl Friedrich Gauss, who was considered the greatest mathematician of the time. Despite the challenges she faced, she observed a particular type of prime number which would later take her name and made significant contributions to the understanding of elastic surfaces. Many of the contributions she has made continue to have a lasting impact on mathematics.Women’s Contributions to Mathematics
The contributions that these prominent women have made in the field of mathematics are substantial and varied. Women such as Mary Somerville showed British society that women could not only understand mathematics and science, but could indeed excel and even possess advanced knowledge. The books Sommerville wrote further educated those without knowledge of specialist jargon and language, and effectively informed readers about scientific concepts they may have otherwise not been exposed to. Other figures such as Florence Nightingale enacted social change through mathematics, inventing graphing techniques such as the polar area diagram along the way. Her representations of data lead to more effective health care practices in England, and advanced the field of statistics. Other women’s contributions were based more heavily in theory or understanding the processes of certain types of mathematics. Sofia Kovalevskaya, for instance is responsible for what is known as the Kovalevsky top. A solid example of an integrable system, this concept is developed from the theory of hyperelliptic Riemann surfaces as well as abelian functions and is considered to be among the greatest findings in modern mathematics. She is also well-known for her work in developing the Cauchy-Kovalevsky Theorem which contributes to understandings of partial differential equations. Sophie Germain also worked extensively in theory and dedicated herself to attempting to solve Fermat’s Last Theorem. Having risen to the challenge of innovating new approaches to solving problems, developing graphical representations of data and overall leading to further development of major concepts, women have made a number of important discoveries and additions to mathematics.Additional Resources for Learning about Women in the Field of Mathematics
While the contributions of women in mathematics have been significant throughout history, women’s involvement in advanced levels of mathematics must continue. Though the discipline is much more accepting of women than in the past, there remains some amount of inequality in treatment and opportunity. Far fewer women in academia reach tenure track positions or other highly esteemed roles than men. Groups such as the Association for Women in Mathematics are dedicated to promoting equality and encouraging women to have active careers in mathematical science. Similarly, the American Mathematical Society honors women mathematicians on their website. Other projects such as the Pdk poster project works to further scientific literacy and improve public awareness of science and technology. Further, this project is aimed at mentoring women in science and mathematics careers.