Thornton Carle Fry
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Most Influential Person Across History
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Computer Science
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Computational Linguistics
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Machine Learning
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Computer Science
Thornton Carle Fry's Degrees
- PhD Computer Science Stanford University
- Masters Computer Science Stanford University
- Bachelors Computer Science University of California, Berkeley
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Why Is Thornton Carle Fry Influential?
(Suggest an Edit or Addition)According to Wikipedia, Thornton Carle Fry was an applied mathematician, known for his two widely-used textbooks, Probability and its engineering uses and Elementary differential equations . Career Thornton C. Fry received his bachelor's degree from Findlay College in 1912 and then pursued graduate study in Wisconsin in mathematics, physics, and astronomy. He received his M.A. in 1913 and his Ph.D. in 1920 in applied mathematics from the University of Wisconsin-Madison with thesis under the supervision of Charles S. Slichter.
Thornton Carle Fry's Published Works
Number of citations in a given year to any of this author's works
Total number of citations to an author for the works they published in a given year. This highlights publication of the most important work(s) by the author
Published Works
- Probability and its Engineering Uses (1928) (202)
- Variable frequency electric circuit theory with application to the theory of frequency-modulation (1937) (149)
- The Thermionic Current between Parallel Plane Electrodes; Velocities of Emission Distributed According to Maxwell's Law (1921) (73)
- The Binaural Location of Pure Tones. (1921) (63)
- Plane Waves of Light IIIAbsorption by Metals (1932) (31)
- Plane Waves of Light (1927) (29)
- Plane waves of lightII. Reflection and refraction (26)
- The use of continued fractions in the design of electrical networks (1929) (25)
- The theory of the Schroteffekt (1925) (22)
- Industrial Mathematics (1941) (15)
- Some numerical methods for locating roots of polynomials (1945) (14)
- Two Problems in Potential Theory (1932) (10)
- Fundamental Concepts in the Theory of Probability (1934) (7)
- The binaural location of complex sounds (1922) (5)
- Potential Distribution between Parallel Plane Electrodes (1923) (5)
- The χ2-Test of Significance (1938) (5)
- Mathematics as a Profession Today in Industry (1956) (4)
- Mathematicians in Industry -- The First 75 Years. (1964) (4)
- The Voltage-Current Relation in Central Cathode Photoelectric Cells (1928) (3)
- The Voltage-Current Relation in Central Anode Photo-Electric Cells (1922) (3)
- The Automatic Computer in Industry (1956) (2)
- The Solution of Circuit Problems. Mathematical Methods of Investigation Resulting from the Application of Fourier's Integral (1919) (2)
- Graphical solution of the position of a body in an elliptic orbit (1916) (1)
- WHAT ARE THE CHANCES THAT (1929) (1)
- The book of Genesis : with introduction, notes, and maps (0)
- Problems for Solution: E165-E170 (1935) (0)
- Elementary Differential Equations. (1930) (0)
- Consistency of Independent Countings as a Criterion for Completeness (1936) (0)
- The semicentennial celebration of the American Mathematical Society—September 6–9, 1938 (1937) (0)
- Mathematical Reviews (1939) (0)
- Differential Equations as a Foundation for Electrical Circuit Theory (1929) (0)
- A Correction (1921) (0)
- The graphical computation of transit factors (0)
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