Marion Cameron Gray
Scottish mathematician
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Mathematics
Why Is Marion Cameron Gray Influential?
(Suggest an Edit or Addition)According to Wikipedia, Marion Gray was a Scottish mathematician who discovered a graph with 54 vertices and 81 edges while working at American Telephone & Telegraph. The graph is commonly known as the Gray graph. Early life and education Marion Gray was born in Ayr, Scotland on 26 March 1902 to Marion and James Gray. She attended Ayr Grammar School and Ayr Academy . In 1919 she entered the University of Edinburgh where she graduated in 1922 with a first class honours in mathematics and natural philosophy. She continued on at the University for a further two years as a post doctoral student in mathematics where she was supervised by E.T. Whittaker. She joined the Edinburgh Mathematical Society where she presented several of her papers including 'The equation of telegraphy' and 'The equation of conduction of heat'. She was elected to the Committee of the Society in November 1923 and continued as a member throughout her career.
Marion Cameron Gray's Published Works
Published Works
- The Effect of the Earth's Curvature on Ground-Wave Propagation (1941) (30)
- A Modification of Hallén's Solution of the Antenna Problem (1944) (25)
- XXXVIII. Diffraction and refraction of a horizontally polarized electromagnetic wave over a spherical earth (1939) (12)
- Legendre functions of fractional order (1953) (12)
- Mutual Impedance of Grounded Wires Lying on the Surface of the Earth when the Conductivity Varies Exponentially with Depth (1934) (10)
- The approximate solution of linear differential equations (1948) (7)
- Mutual Impedance of Long Grounded Wires When the Conductivity of the Earth Varies Exponentially with Depth (1933) (7)
- A Boundary Value Problem of Ordinary Self-Adjoint Differential Equations with Singularities (1928) (1)
- Particular Solutions of the Equation of Conduction of Heat in One Dimension (1924) (1)
- Note on some Self-Reciprocal Functions in the Double Fourier Transform (1931) (0)
- XVIII.—The Equation of Conduction of Heat (0)
- The Equation of Telegraphy (1923) (0)
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