Robert Mark Gabriel
#237,296
Most Influential Person Across History
Mathematician
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Mathematics
#11482
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Measure Theory
#4961
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Mathematics
Why Is Robert Mark Gabriel Influential?
(Suggest an Edit or Addition)According to Wikipedia, Robert Mark Gabriel was a New Zealand mathematician at the University of Otago who worked on analysis, in particular on Green's functions.
Robert Mark Gabriel'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
- A Result Concerning Convex Level Surfaces of 3-Dimensional Harmonic Functions (1957) (103)
- Some Results Concerning the Integrals of Moduli of Regular Functions Along Certain Curves (1927) (42)
- The Rearrangement of Positive Fourier Coefficients (1932) (31)
- An Extended Principle of the Maximum for Harmonic Functions in 3‐Dimensions (1955) (22)
- A “Star Inequality” for Harmonic Functions (1932) (17)
- Concerning Integrals of Moduli of Regular Functions along Convex Curves (1935) (14)
- An Inequality Concerning the Integrals of Positive Subhrmonic Functions Along Certain Circles (1930) (10)
- An Extension of An Inequality Due To Carlson (1937) (10)
- Further Results Concerning the Level Surfaces of the Green's Function for a 3-Dimensional Convex Domain (I) (1957) (9)
- Some Results Concerning the Integrals of Moduli of Regular Functions Along Curves of Certain Types (7)
- An Additional Proof of a Maximal Theorem of Hardy and Littlewood (1931) (4)
- A Note Upon Functions Positive and Subharmonic Inside and on a Closed Convex Curve (1946) (3)
- Some Inequalities Concerning Integrals of Two‐Dimensional and Three‐Dimensional Subharmonic Functions (1949) (3)
- Concerning the Zeros of a Function Regular in a Half‐Plane (1929) (1)
- As Improved Result Concerning the Zeros of a Function Regular in a Half‐Plane (1929) (1)
- The History of Mathematics: Its Relation to Pupil and Teacher (1937) (1)
- An Inequality Concerning Three‐Dimensional Subharmonic Functions (1949) (1)
- An Inequality Concerning Integrals of 3‐Dimensional Harmonic Functions (1956) (0)
- The Relative Value of Pure and Applied Mathematics (1938) (0)
- Concerning the Upper and Lower Limits of Certain Integrals Whose Integrands Are Functions of a Parameter (1930) (0)
- An Additional Proof of a Theorem upon Rearrangements (1928) (0)
- Some Inequalities Concerning Subharmonic Functions (1949) (0)
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