Anna Johnson Pell Wheeler
American mathematician
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Mathematics
Anna Johnson Pell Wheeler's Degrees
- PhD Mathematics University of Chicago
Why Is Anna Johnson Pell Wheeler Influential?
(Suggest an Edit or Addition)According to Wikipedia, Anna Johnson Pell Wheeler was an American mathematician. She is best known for early work on linear algebra in infinite dimensions, which has later become a part of functional analysis. Biography Anna Johnson was born on May 5, 1883, to Swedish immigrant parents in Calliope, Iowa in the United States. Her father, Andrew Gustav Johnson, was a furniture dealer and undertaker. Her mother, Amelia , was a homemaker. Both of Johnson's parents came from the parish of Lyrestad, in Västergötland, Sweden. Johnson had two older siblings, Esther and Elmer. At the age of nine her family moved to Akron, Iowa and she was enrolled in a private school. In 1899 she joined her sister at the University of South Dakota where they took many of the same classes. She graduated in 1903 and began graduate work at the University of Iowa. Her thesis, titled The extension of Galois theory to linear differential equations, earned her a master's degree in 1904. She obtained a second graduate degree one year later from Radcliffe College, where she took courses from Maxime Bôcher and William Fogg Osgood.
Anna Johnson Pell Wheeler's Published Works
Published Works
- Linear equations with two parameters (1922) (11)
- The Modified Remainders Obtained in Finding the Highest Common Factor of Two Polynomials (1917) (11)
- Biorthogonal systems of functions (1911) (10)
- Applications of biorthogonal systems of functions to the theory of integral equations (1911) (7)
- A general system of linear equations (1919) (2)
- Evaluation of a Definite Integral (2)
- On an integral equation with an adjoined condition (1910) (1)
- Existence theorems for certain unsymmetric Kernels (1910) (1)
- Non-Homogeneous Linear Equations in Infinitely Many Unknowns (1)
- Linear equations with unsymmetric systems of coefficients (1)
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