Jump to content

Helen Abbot Merrill

From Wikipedia, the free encyclopedia

This is an old revision of this page, as edited by Smasongarrison (talk | contribs) at 02:34, 23 July 2023 (Copying from Category:19th-century American women educators to Category:19th-century American educators Diffusing using Cat-a-lot). The present address (URL) is a permanent link to this revision, which may differ significantly from the current revision.

Helen Abbot Merrill (1864 – 1949) was an American mathematician, educator and textbook author.[1]

Biography

Merrill was born on March 30, 1864, in Llewellyn Park, New Jersey;[2] her father was a New Jersey insurance claims adjustor of colonial stock. She moved to Massachusetts as a child. She entered Wellesley College in 1882, intending to major in Greek and Latin, but switching to mathematics after one year, and graduated in 1886.[2] In 1893 she began teaching at Wellesley while also studying and guest lecturing abroad. In 1903 she earned a PhD in mathematics at Yale under the direction of James Pierpont. In 1920 she was appointed vice-president of the Mathematical Association of America. Upon her retirement from Wellesley, she was given the title professor emerita.

At Wellesley, Merrill wrote two textbooks with Clara Eliza Smith, Selected Topics in Higher Algebra (Norwood, 1914) and A First Course in Higher Algebra (Macmillan, 1917).[3][4] She also wrote as a popularizer a book titled Mathematical Excursions in 1933.[5]

Bibliography

  • C. Henrion "Helen Abbot Merrill" in Women of Mathematics: A Bibliographic Sourcebook L. Grinstein, P. Campbell, ed.s New York: Greenwood Press (1987): 147 - 151

References

  1. ^ Helen Abbot Merrill - Agnes Scott College
  2. ^ a b Riddle, Larry (February 25, 2016), "Helen Abbot Merrill", Biographies of Women Mathematicians, Agnes Scott College
  3. ^ Riddle, Larry (February 25, 2016), "Clara Eliza Smith", Biographies of Women Mathematicians, Agnes Scott College, retrieved 2018-05-08
  4. ^ Reviews of A First Course in Higher Algebra:
  5. ^ Reviews of Mathematical Excursions: