Women in
Mathematics in the
United States: 1866-1900
Shelby L. Eaton
Women in Computing
August 21, 1997
Copyright ©1997 Shelby L. Eaton.
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Introduction
For my research, I chose 20 women, all born in the United States of
America, who earned their first college degree (usually a Bachelor's)
before 1900. I chose these women primarily because the period prior to
1900 was a challenging time for women wishing
to study mathematics in the United States. By 1900, women could more
easily enroll in colleges or universities. "A woman who wished to study
science in 1900 could find both undergraduate and graduate training of a
high order" (Rossiter 1982, 320). Unfortu
nately, there is a dearth of information on women studying mathematics
earlier than the 1860s, so my study is limited to the period between 1866
and 1900.
Mathematical Biographies
Grace Andrews (May 30, 1869 - July 27,
1951)
- Wellesley, BS, 1890
- Columbia, AM, 1899
- Columbia, Ph.D., 1901
- Andrews was an assistant in Mathematics at Columbia from 1901-1902,
then worked as an Assistant Treasurer at Wesleyan University from
1903-1926 (Siegel and Finley 216).
Charlotte Cynthia Barnum (May 17, 1860 - March 27,
1934)
- Vassar, AB, 1881
- Johns Hopkins, no degree, 1890-1892
- Yale, Ph.D., 1895
- Barnum was the first woman to earn a Ph.D. in mathematics at Yale. Her
dissertation was titled "Functions having lines or surfaces of
discontinuity." Barnum was an instructor at Smith College before beginning
her graduate work. After her graduation from Yale, Barnum was a
mathematics instructor at Carleton College from 1896 to 1898. Between 1898
and 1901 she worked in a variety of positions in the field of applied
mathematics. Between 1901 and 1908, she worked for the U.S. Naval
Observatory and the Coast and Geodetic Survey, using her interests in
discontinuous surface functions to study tides and currents. Barnum worked
at the U.S. Department of Agriculture from 1908-1913, and between 1914 and
1926 she worked at Yale University, in a variety of positions, including
teaching mathematics. Barnum joined the American Mathematical Society in
1894 and was one of earliest members of that organization (Siegel and
Finley 213; Riddle n.d., Charlotte Barnum, n.p.).
Louise Duffield Cummings (November 21, 1870 - May
9, 1947)
- University of Toronto, BA, 1895
- University of Toronto, MA, 1902
- Bryn Mawr, Ph.D., 1914
- After her undergraduate and masters work, Cummings studied at the
University of Pennsylvania and the University of Chicago. She then taught
in Canada for one year (1901), and became a Mathematics Instructor at
Vassar, where she remained from 1902-1936. She returned to Bryn Mawr,
completing her graduate work in 1914. Cummings was appointed a Full
Professor at Vassar in 1927. Her research interests include geometry and
combinatorial analysis (Siegel and Finley 217-218).
Susan Jane Cunningham (March 23, 1842 - January 23 or 24, 1921)
- Vassar, 1866-1867
- Swarthmore, Honorary Ph.D., 1888
- Cunningham spent her entire teaching career at Swarthmore College
(1869-1906), serving there since its founding. She continued to increase
her knowledge of mathematics and astronomy by studying during the summers
at Harvard, Princeton, Newnham College at Cambridge, and Williams College.
She was the Head of the Astronomy & Mathematics departments from
1869-1906, also assisting in founding the two departments. She became a
full Professor at Swarthmore in 1874. She became a member of the New York
Mathematical Society in 1891 (the precursor to the American Mathematical
Society) (Siegel and Finley 210-211; Riddle n.d., Susan Jane Cunningham,
n.p.).
Elizabeth Dickerman (1872 - date unknown)
- Smith College, 1894
- Yale, Ph.D., Mathematics, 1896
- Dickerman was the second woman at Yale to receive a Ph.D. in
mathematics. Her dissertation was titled "Curves of the first, and second
degree in X, Y, Z, where XYZ are conics having two points in common."
(Riddle, n.d., Elizabeth Dickerman, n.p.)
Annie MacKinnon Fitch (1868 - 1940)
- University of Kansas, BA, date unknown
- University of Kansas, MS, date unknown
- Cornell University, Ph.D., Mathematics, 1894
- Her dissertation was titled "Concomitant binary forms in terms of the
roots." Fitch was awarded the Association of Collegiate Alumnae European
Fellowship to study mathematics at the University of Göttingen, where
she stayed from 1894-1896. Upon her return, she became a full professor at
Wells College. She was elected to the American Mathematical Society in
1897 (Riddle, n.d., Annie MacKinnon Fitch, n.p.).
Ruth Gentry (February 22, 1862 - 1917)
- Indiana State Normal, AB, 1880
- University of Michigan, BA, 1890
- University of Berlin, no degree, 1891-1892
- Sorbonne, no degree, 1892
- Bryn Mawr, Ph.D., Mathematics, 1896
- Gentry attended preparatory schools beginning in 1880, before her
study at the University of Michigan. She was the second person to receive
the Association of College Alumnae European Fellowship, which she used for
study at the University of Berlin. S he was not allowed to officially
enroll there, so she was unable to earn a degree. She spent one semester
studying in Paris, at the Sorbonne. She returned to study with Charlotte
Scott at Bryn Mawr, where her dissertation was titled "On the forms of
plane quartic curves." In 1896, she became the first faculty member at
Vassar to have earned a Ph.D. She stayed at Vassar until 1902, after being
appointed Associate Professor in 1900. Gentry was the Associate Principal
& Head of the Mathematics Department at a private school in Pittsburgh
between 1902-1905. Gentry became a member of the American Mathematical
Society in 1894 (Riddle, n.d., Ruth Gentry, n.p.).
Ellen Amanda Hayes (September 23, 1851 - October 27,
1930)
- Oberlin College, AB, 1878
- Hayes became a mathematics teacher at Wellesley College, where she
remained from 1879-1916. In 1888 she became Professor & Head of the
Mathematics Department, and in 1897 became the Head and sole professor in
the new Department of Applied Mathematics. Her research interests included
Advanced Algebra, Trigonometry, and Applied Calculus. She joined the
American Mathematical Society in 1891, when it was still the New York
Mathematical Society (Riddle, n.d., Ellen Amanda Hayes, n.p.).
Carrie Hammerslough Hymes (December 18, 1875 -
December 1949)
- Columbia, AB, 1896
- Columbia, AM, 1897
- After her graduation from Columbia University in 1897, Hymes became a
private mathematics tutor (Siegel and Finley 219)
Christine Ladd-Franklin (December 1, 1847 -
March 5, 1930)
- Vassar, none, 1866-1867, 1868-1870
- Harvard, no degree, 1872
- Vassar, LL.D., honorary, 1887
- Johns Hopkins, no degree, 1878-1882
- Johns Hopkins, Ph.D., 1926
- Ladd-Franklin taught in Washington, Pennsylvania during 1871, after
studying at Vassar College. After this teaching post, she began study at
Harvard University. Finally, she applied for admission to a graduate
program at Johns Hopkins in 1878, even though they did not accept women as
students. Professor J.J. Sylvester, a professor at Johns Hopkins who was
familiar with her many contributions to mathematical publications, pushed
the faculty at Johns Hopkins to admit her as a special status student, and
to grant her a fellowship to study with him. She left Johns Hopkins in
1882 without a Ph.D., despite publishing numerous articles in the area of
symbolic logic, and despite her dissertation being published in "Studies
in Logic by Members of the Johns Hopkins University" in 1883. Her honorary
degree from Vassar was only honorary degree that college ever bestowed.
After a long wait of 44 years, Johns Hopkins finally acknowledged her
study, attendance, and merit by awarding her Ph.D. Ladd-Franklin's
research interests included symbolic logic and physiological optics.
(Rossiter 1982; Riddle, n.d., Annie MacKinnon Fitch, n.p.)
Emilie Norton Martin (December 30, 1869 - February 8,
1936)
- Bryn Mawr, BA, 1894
- University of Göttingen, no degree, 1897-1898
- Bryn Mawr, Ph.D., 1901
- Martin studied with Charlotte Angas Scott at Bryn Mawr, and was one of
several women from Bryn Mawr to attend the University of Göttingen.
Martin was awarded the Mary E. Garrett Fellowship to study at
Göttingen from 1897-1898. She returned t o Bryn Mawr to complete her
Ph.D., where her dissertation was titled "On the primitive substitution
groups of degree fifteen and the primitive substitution groups of degree
eighteen." After graduation, she became an Instructor, and a member of the
Mathema tics Faculty at Mt. Holyoke College, where she remained until her
retirement in 1935. She became an Associate Professor in 1911, and was
promoted to full Professor & Chair of the Mathematics Department in 1925.
She lived on the campus as a resident facult y member (Siegel and Finley
217; Riddle, n.d., Emilie Norton Martin, n.p.).
Helen Abbot Merrill (March 30, 1864 - May 1, 1949)
- Wellesley, BA, 1886
- University of Chicago & University of Göttingen, no degree, 1893-1903
- Yale, Ph.D., 1903
- After earning a Bachelor's degree at Wellesley, Merrill taught for
five years (1887-1891) at the Classon School for Girls in New York. She
then was hired by the Walnut Lane School in Germantown, Philadelphia,
where she stayed from 1891-1893, before re turning to Wellesley as an
Instructor in 1893. After studying at the University of Chicago & the
University of Göttingen, Merrill attended Yale University to finish
her Ph.D. After completing her Ph.D., she was appointed as a full
Professor at Welles ley, and was the Chair of the Mathematics Department
from 1915 or 1916 until her retirement in 1932. Her research interest was
primarily Algebra, and she published two textbooks on that subject (Siegel
and Finley 214-215; Riddle, n.d., Helen Abbot Merrill , n.p.).
Winifred Edgerton Merrill (1862 - 1951)
- Columbia, Ph.D., 1886
- Merrill was the first woman to receive Ph.D. in mathematics in the
United States (Riddle, n.d., Winifred Edgerton Merrill, n.p.).
Ida Metcalf (dates unknown)
- Boston University, BA, 1886
- Cornell University, MS, 1889
- Cornell University, Ph.D., Mathematics, 1893
- Metcalf was the second woman in the United States to receive a Ph.D.
in mathematics. Her dissertation was titled "Geometric duality in spaces"
(Riddle, n.d., Ida Metcalf, n.p.).
Mary Frances Winston Newson (August 7, 1869 -
December 1959)
- University of Wisconsin, AB, 1889
- Bryn Mawr, degree unknown, 1891-1892
- University of Chicago, no degree, 1892-1893
- University of Göttingen, Ph.D., Mathematics, 1897
- Newson was a "Fellow by courtesy" at the University of Chicago from
1892-1893, after which she received a fellowship from the Association of
Collegiate Alumnae, which she used to study at the University of
Göttingen. In 1897, she became the first woman from the United States
to earn a Ph.D. in mathematics at a European University. After receiving
her Ph.D., she taught high school mathematics in St. Joseph Missouri, and
also taught mathematics at Kansas State Agriculture College and at
Washburn College in Topeka, Kansas. Newson's research interest was
differential equations (Siegel and Finley 216; Riddle, n.d., Mary Frances
Winston Newson, n.p.).
Mary Esther Trueblood Paine (May 6, 1872 - November
19, 1939)
- Earlham College, Ph.B., 1893
- University of Michigan, Ph.M., 1896,
- University of Göttingen, no degree, 1900-1901
- Paine was a fellow of the Woman's Education Association, and used her
fellowship to study at the University of Göttingen from 1900-1901.
After her return from Germany, she became a faculty member at Mt. Holyoke
College, where she stayed from 1902-1911. She married Robert Paine in
1911, and in 1914 returned to academia when she was appointed Head of the
Extension department of mathematics at the University of California
Berkeley. Her area of interest was the History and Philosophy of
Mathematics (Siegel and Finley 218).
Anna Helene Palmie (May 21, 1863 - June 12, 1946)
- Cornell University, Ph.B., 1890
- University of Göttingen, no degree, 1898
- After her graduation from Cornell University, Palmie became a fellow
there, where she remained until her appointment to the faculty of the
Western Reserve University College for women in 1892. She became a full
professor there in 1895. In 1897, she be came a member of the American
Mathematical Association, and in 1898, went to Germany to study at the
University of Göttingen. She retired from Western Reserve University
in 1928 (Siegel and Finley 214).
Leona May Peirce (dates unknown)
- Smith College, AB, 1886
- Yale, Ph.D., 1899
- Peirce's dissertation was titled "On Chain-Differentiants of a ternary
quantic" (Riddle, n.d., Leona May Peirce, n.p.).
Charlotte Elvira Pengra (May 30, 1875 - 1916)
- University of Wisconsin, AB, 1897
- University of Wisconsin-Madison, Ph.D., 1901
- Pengra was the first woman to receive a Ph.D. in mathematics from the
University of Wisconsin-Madison. Hers was only the third Ph.D. to be
awarded from their mathematics department. Her dissertation was titled "On
the conformal representation of plane curves, particularly for cases p=4,
5, and 6". After graduation, she taught high school in Fox Lake,
Wisconsin, Spartin, Wisconsin, and Elgin, Illinois. In 1904, she married a
fellow mathematician, Arthur Robert Crathorne and moved with him to
Germany so he could finish his Ph.D., which he earned from the University
of Göttingen in 1907. They moved to Brodhead Wisconsin, then
Champaign, Illinois, where they remained. She apparently never returned to
teaching (Riddle, n.d., Charlotte Elvira Pengra, n.p.).
Virginia Ragsdale (December 13, 1870 - June 4, 1945)
- Guilford College, BS, 1892
- Bryn Mawr, AB, date unknown
- Bryn Mawr, Ph.D., date unknown
- Ragsdale's first two degrees were in physics, but as a graduate
student at Bryn Mawr she studied mathematics with Charlotte Scott.
Ragsdale's dissertation was published in 1906 by the American Journal of
Mathematics, and was titled "On the arrangement of the real branches of
plane algebraic curves." After one year of study as a graduate student at
Bryn Mawr, she attended the University of Göttingen, where she was
able to study with Felix Klein and David Hilbert, pre-eminent
mathematicians. During one of the years she studied there, she was with
two other female mathematics students from Bryn Mawr.
- After returning from Germany, she taught in Baltimore for three years
before she returned to Bryn Mawr on scholarship. After graduation, she
eventually became a member of the faculty at the Woman's College in
Greensboro, North Carolina (now the University of North Carolina). She
taught there from 1911 until her retirement in 1928, when she needed to
care for her ailing mother. She was Head of the Mathematics Department
from 1926-1928. She is best known for her thesis, in which she proposed
the "Ragsdale Conjecture," which "provided an upper bound on the number of
topological circles of a certain type" (De Loera and Wicklin n.p.).
Ida May Schottenfels (December 21, 1869 - March
11, 1942)
- Northwestern University, AB, 1892
- Yale University, no degree, dates unknown
- University of Chicago, AM, 1896
- After her graduation from the University of Chicago, Schottenfels
taught at several Chicago grammar and high schools between 1896-1900. In
1901, she became an Instructor at the New York Normal College. In 1913,
she reported being the Chair of the Math ematics Department at Adrian
College in Michigan (Siegel and Finley 216-217).
Ruth Goulding Wood (January 29, 1875 - date unknown)
- Smith College, undergraduate, date unknown
- Yale, Ph.D., 1901
- Studied at University of Göttingen, 1908-1909
- After receiving her undergraduate degree at Smith College and
attending Yale University as fellow for one year, Wood taught at Mt.
Holyoke, then returned to Yale to complete her studies. In 1901, she
became in Instructor at Smith College. In 1908 and 1909, she studied at
the University of Göttingen, and upon her return to Smith College in
1909, she became a full professor. Wood's primary area of research was
non-Euclidian Geometry (Siegel and Finley 218-219).
Background Information
Which colleges admitted women before 1900?
Few established coeducational colleges admitted women before 1900. "Since
most American graduate schools were patterned after the German
universities, which had introduced the Doctor of Philosophy degree in the
eighteenth century and had never admitted wo men, American deans also
rejected coeducation at the graduate level for several decades" (Rossiter
1974, 29). Many schools began reluctantly to admit women, but not include
them in their college catalogs until later. Women were often admitted only
in "spe cial circumstances" or with "special permission," and were treated
as if they were not attending the college (Rossiter 1982, 30-31). One
notable exception is the University of Chicago, which, from its founding
in 1892, admitted women on an equal status wi th men. (Rossiter 1974,
319).
Which colleges awarded degrees to women before
1900?
Although grudgingly allowed to attend as special students,
the few co-educational colleges and universities did not often award
degrees to women until the early 1900s.
"gaining access to graduate education, was relatively easy ...
permission could be granted by almost any friendly professor. ... being
awarded a degree was ... a formal, almost legal proceeding [involving] ...
the professors and the department ... [and the] president and board of
trustees, many of whom long refused to award higher degrees to women or
even acknowledge their presence on campus" (Rossiter 1982, 31).
The most extreme example is that of Christine Ladd-Franklin, who
completed her thesis in 1882 at Johns Hopkins University, but was not
awarded her Ph.D. until 1926. Ladd-Franklin was a frequent contributor to
the "Mathematical Questions" section of the London publication
Educational Times. Professor J. J. Sylvester of Johns Hopkins knew
of her contributions and "urged that she be admitted on a special status
and that she be granted a fellowship" (Phan n.p.). Her thesis was
published in 1882 in the publication Studies in Logic by Members of the
Johns Hopkins University, but at that time, Johns Hopkins University
did not allow women to earn Ph.D.'s (Phan n.p.). It was not until 1893
that "the [Johns Hopkins] University awarded its first doctorate to a
woman, not retroactively to Ladd-Franklin, however, but to the less
controversial Florence Bascom, in geology" (Rossiter 1982, 45). Although
awarding a doctorate to Bascom, it wasn't until 1907 that the Johns
Hopkins Graduate School officially accepted women as graduate students (Rossiter 1982, 46).
In the early 1890s, six well-known graduate schools in the United
States (Yale University, University of Pennsylvania, Columbia University,
Brown University, Stanford University and the University of Chicago,
suddenly decided to admit women as students, equal to their male students,
and also to begin to award Ph.D. degrees when appropriate. Yale and
Pennsylvania allowed women into graduate school, but would not admit them
as undergraduates and Columbia and Brown admitted women as graduate
students, but allowed them as undergraduates only at a "coordinate college
for women undergraduates." Stanford and Chicago, however, allowed women
full access to all aspects of higher education (Rossiter 1982, 34). "Over
one-half of the doctorates awarded to women from 1877 to 1900 were given
by just four universities: Yale (36), [University of] Chicago (29),
Cornell (28), and New York University (20)" (Rossiter 1982, 35).
Rise of Women's Colleges and their role in awarding
degrees to women
Beginning with Vassar College, women's colleges
played an increasing role in the future of women's scientific education.
These colleges were important for two reasons: (1) they were among the
first colleges to award undergraduate degrees to women; and (2) they were
among the first colleges to hire female faculty members.
Whereas the more traditional four-year colleges felt that admitting
women as students was heresy, women's colleges were accepted into society
because they were promoted originally to make women better wives and
mothers. Emma Hart Willard convinced cons ervative members of society that
education for women would positively reflect upon their life skills and
morality. "She was the first of several pioneers who, despite their own
lack of education, did much to increase the opportunities and raise the
level of education available to the next generation of American women"
(Rossiter 1982, 4). Willard succeeded because she stated the case for
women's education using many of the existing sexist notions about women's
roles in society. She argued that women needed education to raise sons
that were moral and had character. Many women were not doing a "good job"
of raising their sons, so having an education would help them. By using
these arguments, she convinced the conservative members of the government
to support women's education, at least in the abstract. It is unfortunate
she had to use such means to help the case for women's education.
Others had a more direct influence on women's education. For example,
Mary Lyon founded the Mount Holyoke Seminary for women. It later became
Mt. Holyoke College, and employed many female faculty members as well as
educating dozens of women (Rossiter 1982, 7-9). In addition to Mount
Holyoke, the founding of Vassar College by Matthew Vassar, a forward
thinking individual who felt that women should be educated, had a large
impact on women's education. "Although Oberlin College had been
coeducational since its founding in 1833 ... the real impetus toward the
full collegiate education of women came with the opening of Vassar College
... in 1865. By 1870 many of the state universities ... were also
accepting their first women students" (Rossiter 1982, 9).
Furthermore, other women's colleges were formed after 1870, and played
an important part in women's education. They include the following: Smith
College, 1871; Wellesley College, 1875; Bryn Mawr College, 1885; Baltimore
College for Women (Goucher Colle ge), 1885; Mount Holyoke Seminary (later
College), 1888; and Barnard College (at Columbia University), 1889
(Rossiter 1982, 10)
One of the other important features about the rise of women's colleges
was their employment of female mathematicians as faculty members. In
general, female scientists and mathematicians were most often employed in
the academic community rather than ind ustry. At women's colleges, a
female mathematician was more likely to become a department head than if
she worked at a traditional college (Rossiter 1982).
Patterns Identified
Colleges attended
Undergraduate study at a women's
college
The importance of the women's colleges to early
female mathematicians can not be underestimated. Colleges such as Vassar,
Bryn Mawr, Smith, and Wellesley provided a place for early women
mathematicians to study in a more cooperative environment. Approximately
half of the women that I studied attended women's colleges as
undergraduates, and at least 5 women earned their graduate degrees at
women's colleges.
Graduate study at the University of
Göttingen
According to Patricia Rothman, the University
of Göttingen's views were more liberal than the University of
Erlangen, which in 1898 stated that "the admission of women students was a
'measure that would overthrow all academic order'" (Rothman 71). Ma ny of
the women I studied were awarded fellowships by the Association of
Collegiate Alumnae. These scholarships allowed them to study at the
University of Göttingen. Fitch, Gentry, Martin, H. Merrill, Newson,
Paine, Palmie, Ragsdale, and Wood were all given opportunities to study
overseas. Once Ladd-Franklin had broken down the barriers to study in
Europe (see below), many women were able to take
advantage of her foresight. One of the primary mathematicians in geometry
was wor king at the University of Göttingen during this time period.
David Hilbert was appointed Chair of the Mathematics Department there in
1895. He continued to work there for the rest of his life. "Hilbert's work
in geometry had the greatest influence in that area after Euclid. A
systematic study of the axioms of Euclidean geometry led Hilbert to
propose 21 such axioms and he analysed their significance. He contributed
to many areas of mathematics" ("David Hilbert" n.p.).
Employment
Ten of the women in the group
that I studied were employed as instructors or faculty at women's
colleges. Colleges such as Vassar, Bryn Mawr, Smith, Wellesley, and Mount
Holyoke employed many of the women that I studied. "In the early twentieth
century quantitative data became available which showed the central place
of the women's colleges in the employment of women scientists in the
United States" (Rossiter 1982, 25). Being at women's colleges allowed
these mathematicians to become department heads, and in some cases, even
founding members of departments.
Influence of individuals on women's progress in
mathematics
Charlotte Angas Scott
"Mathematical progress of women around 1900 may have been largely due to
the dynamic leadership of one person, Dr. Charlotte Angas Scott"
(Kenschaft 908). Charlotte Scott played the role of mentor to many women
at Bryn Mawr. Born and educated in England, Scott earned her doctorate at
the University of London in 1885 and immediately emigrated to the United
States to teach at Bryn Mawr (Kenschaft 908; Chaplin, n.p.). "She was the
first British woman to receive a doctorate in mathematics and was the
first ma thematician at Bryn Mawr College" (Chaplin, n.p.). She become
mathematics department head, and until her retirement at age 67 (Chaplin,
n.p.) had a huge influence on young women at Bryn Mawr. "In 1907 there
were only fifteen women on the AMS [American Mat hematical Society]
membership list with doctorates in mathematics; four had been Scott's
students at Bryn Mawr, and a fifth was Scott herself" (Kenschaft 908).
Christine Ladd-Franklin
More outspoken than Scott, Ladd-Franklin did much to increase women's
visibility in the scientific community. Ladd-Franklin played a role in
making the University of Göttingen coeducational, becoming one of the
first Universities in Europe to award graduate degrees to women. [In 1888]
"Ladd-Franklin had the idea of establishing a graduate fellowship for a
woman who wished to study abroad. When she suggested the idea to the
governing board of the fledgling Association of Collegiate Alumnae (ACA),
its members took up the project eagerly. They raised the money ($500),
formed the selection committee, and awarded the first fellowship in 1890"
(Rossiter 1982, 38-39). These fellowships played a large role in educating
the first female mathematicians in the United States, allowing them to
earn Ph.D.'s.
In addition, Ladd-Franklin was a long-time and constant proponent of
women's education. She "had never intended to stop her campaign with the
opening of the German universities to American women. All along she had
planned to use the publicity about the women's success abroad to create
additional pressure on lagging institutions back home...Harvard and The
Johns Hopkins were particularly susceptible targets for this tactic since
they prided themselves on their similarities to the German universities"
(R ossiter 1982, 43-44).
Conclusion
Although the period from 1866 to 1900 was only a beginning point for
women in mathematics, it is helpful to examine the role of the first women
earning Ph.D.'s in mathematics in the United States. The influence not
only of their experiences in studying at women's colleges as
undergraduates, and occasionally as graduates, but also the influence of
strong women such as Charlotte Angas Scott and Christine Ladd-Franklin
increased the mathematical possibilities for women to come in later
generations. Furthermore, the availability of jobs in women's colleges for
these early female mathematicians also increased their chances of becoming
integrated into the scientific community.
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Copyright ©1997
Shelby L. Eaton
Last updated December 1, 1997