Ida Busbridge
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Most Influential Person Across History
British mathematician
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Mathematics
Ida Busbridge's Degrees
- Masters Mathematics University of Oxford
Why Is Ida Busbridge Influential?
(Suggest an Edit or Addition)According to Wikipedia, Ida Winifred Busbridge was a British mathematician who taught at the University of Oxford from 1935 until 1970. She was the first woman to be appointed to an Oxford fellowship in mathematics. Early life and education Ida Busbridge born to Percival George Busbridge and May Edith Webb on 10 February 1908. She was the youngest of four children. Her father died when she was 8 months old of complications from influenza. This left her mother, a primary school teacher, to care for the children.
Ida Busbridge's Published Works
Published Works
- The Mathematics of Radiative Transfer. (1960) (318)
- Dual Integral Equations (1938) (68)
- Some Integrals Involving Hermite Polynomials (1948) (39)
- On Inhomogeneous Stellar Atmospheres. (1961) (35)
- Reflection and Transmission of Light by a Thick Atmosphere According to a Phase Function: 1 + χ COS θ (1967) (31)
- Coherent and non-coherent scattering in the theory of line formation (1953) (22)
- On solutions of Chandrasekhar’s integral equation (1962) (15)
- On the Intensities of Interlocked Multiplet Lines in the Milne–eddington Model (1954) (15)
- Reflection and Transmission of Light by Thick Atmospheres of Pure Scatterers with a Phase Function: 1 + ϖ_{1}P_{1}(cos θ) + ϖ_{2}P_{2}(cos θ) (1967) (13)
- On the X - and Y - Functions of S. Chandrasekhar. (1955) (13)
- Calculation of Chandrasekhar's X- and Y-functions for Isotropic Scattering (1961) (13)
- ON THE H -FUNCTIONS OF S. CHANDRASEKHAR (1957) (10)
- Finite atmospheres with isotropic scattering (1955) (7)
- Conservative Anisotropic Scattering in a Finite Plane-Parallel Atmosphere: T. W. Mullikin's (1967) (7)
- ON THE INTEGRO-EXPONENTIAL FUNCTION AND THE EVALUATION OF SOME INTEGRALS INVOLVING IT (1950) (6)
- A Mathematical Verification of the Principle of Invariance as Applied to Completely Non-Coherent Scattering and to Interlocked Multiplet Lines (1955) (6)
- On General Transforms with Kernels of the Fourier Type (1934) (6)
- ON SOLUTIONS OF THE NON-HOMOGENEOUS FORM OF MILNE'S FIRST INTEGRAL EQUATION (1955) (5)
- On the Solution of An Integral Equation (1939) (5)
- The Evaluation of Certain Integrals Involving Products of Hermite Polynomials (1939) (5)
- A THEORY OF GENERAL TRANSFORMS FOR FUNCTIONS OF THE CLASS Lp(0, ∞) (1< p ≤ 2) (1938) (4)
- Calculus: A Modern Approach (1954) (2)
- On the Solution of the Equation of Radiative Transfer (1941) (2)
- Finite atmospheres with isotropic scattering. III. Corrigendum and addendum (1957) (2)
- Finite Atmospheres with Isotropic Scattering: II. Increase of Line Strength to the Limb (1956) (2)
- Charles Alfred Coulson (1974) (0)
- 2210. On note 2053 (Normals to a parabola) (1951) (0)
- The tabulation of Chandrasekhar's X- and Y-functions (1956) (0)
- The teaching of analysis in sixth forms : a report prepared for the Mathematical Association (1963) (0)
- Syllabuses for Examinations Taken by Sixth-Form Pupils (1945) (0)
- Careers for Women Graduates in Mathematics (1958) (0)
- 2093. On skew-sysmmetical determinants (1949) (0)
- On a Recent Paper on Radiative Equilibrium by D. H. Menzel and H. K. Sen (1950) (0)
- AN ADDITIONAL NOTE ON GENERAL TRANSFORMS OF THE CLASS Lp(0, ∞) (1< p ≤ 2) (1939) (0)
- On Emission Lines in Stellar Spectra (1952) (0)
- Ring with Zeros (1970) (0)
- Robbins—and all that (1965) (0)
- Radiative Transfer in the U.S.S.R. and the West (1964) (0)
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