Horatio Scott Carslaw
British mathematician
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Mathematics
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(Suggest an Edit or Addition)According to Wikipedia, Dr Horatio Scott Carslaw FRSE LLD was a Scottish-Australian mathematician. The book he wrote with his colleague John Conrad Jaeger, Conduction of Heat in Solids, remains a classic in the field. Life He was born in Helensburgh, Scotland, the son of the Rev Dr William Henderson Carslaw and his wife, Elizabeth Lockhead. He was educated at The Glasgow Academy. He went on to study at Cambridge University and then obtained a postgraduate doctorate at Glasgow University. He was elected a Fellow of the Royal Society of Edinburgh in 1901. He was a Fellow of Emmanuel College, Cambridge and worked as a lecturer in Mathematics at Glasgow University, when in late 1902 he moved to Australia.
Horatio Scott Carslaw's Published Works
Published Works
- Conduction of Heat in Solids (1952) (18924)
- Introduction to the Theory of Fourier's Series and Integrals (1921) (272)
- Introduction to the Mathematical Theory of the Conduction of Heat in Solids (1922) (238)
- Diffraction of Waves by a Wedge of any Angle (62)
- The Teaching of Mathematics (1912) (59)
- Some Two‐Dimensional Problems in Conduction of Heat with Circular Symmetry (1940) (50)
- Conduction of Heat in Solids and Heat Conduction (1948) (32)
- XVIII.—Heat Flow in the Region bounded Internally by a Circular Cylinder (1943) (32)
- A historical note on Gibbs’ phenomenon in Fourier’s series and integrals (1925) (27)
- The Green's Function for a Wedge of any Angle, and Other Problems in the Conduction of Heat (23)
- The Elements of Non-Euclidean Plane Geometry and Trigonometry (1919) (16)
- A problem in conduction of heat (1939) (16)
- XLIII. Some problems in the mathematical theory of the conduction of heat (1938) (15)
- The Determination of Green's Function for the Equation of Conduction of Heat in Cylindrical Coordinates by the Laplace Transformation (1940) (12)
- Operational Methods in Mathematical Physics (1928) (11)
- Integral Equations and the Determination of Green's Functions in the Theory of Potential (1912) (9)
- The Discovery of Logarithms by Napier. (1915) (9)
- The scattering of sound waves by a cone (1914) (7)
- The Story of Mercator’s Map (1924) (7)
- The teaching of mathematics in Australia (5)
- The scattering of sound waves by a cone (5)
- Gauss and Non-Euclidean Geometry (1910) (5)
- On Green's functions in the theory of heat conduction (1939) (5)
- A Trigonometrical Sum and the Gibbs' Phenomenon in Fourier's Series (1917) (5)
- XXI. The determination of Green's function for line sources for the equation of conduction of heat in cylindrical coordinates by the laplace transformation (1941) (4)
- Gibbs' Phenomenon in Fourier's Integrals (1925) (4)
- Term-by-Term Integration of Infinite Series (1927) (3)
- Oblique Incidence of a train of Plane Waves on a Semi-Infinite Plane (1900) (2)
- The Differentiation of a Function of a Function (1923) (2)
- Gibbs's Phenomenon in the Sum (C, r), for r > 0, of Fourier's Integral (1926) (2)
- The Green's Function for the Equation ∇2u+k2u=0 (2)
- LVIII. Bromwich's method of solving problems in the conduction of heat (1920) (2)
- XXXV. The use of contour integration in the problem of diffraction by a wedge of any angle (1903) (2)
- The Use of Green's Functions in the Mathematical Theory of the Conduction of Heat (1902) (1)
- The Fluted Vibrations of a Circular Vortex Ring with a Hollow Core (1896) (1)
- XXXVII. A simple application of the Laplace Transformation (1940) (1)
- A Progressive Income Tax (1916) (1)
- L. Napier's logarithms: the development of his theory (1916) (1)
- The Bolyai-Lobatschewsky Non-Euclidean Geometry: an Elementary Interpretation of this Geometry, and some Results which follow from this Interpretation (1909) (1)
- The Steady Motion of a Spherical Vortex (1896) (1)
- THE AUSTRALIAN SOCIAL SERVICES CONTRIBUTION AND INCOME TAX ACTS, 1947 (1947) (1)
- The Federal Income Tax (1932) (0)
- The British Association in New South Wales (1914) (0)
- XXXIII. Note on the paper “The Temperature Distribution around a Spherical Hole in an Infinite Conducting Medium,“ by Messrs. Pugh and Harris in the Phil. Mag. p. 661 (Sept. 1942) (1943) (0)
- The Power Series and the Infinite Products for sin x and cos x (1930) (0)
- Historical Note on Heaviside’s Operational Method (1938) (0)
- THE FEDERAL INCOME TAX ACTS, 1915–1931 (1931) (0)
- 429. [V. a. θ] The Teaching of Numerical Trigonometry (1914) (0)
- Note on the different proofs of Fourier's Series (1902) (0)
- Questions and Discussions (1916) (0)
- Educational Organisation in Australia (1913) (0)
- Gauss's Theorem on the Regular Polygons which can be constructed by Euclid's Method (1909) (0)
- Operational Methods in Mathematical Physics (1928) (0)
- FEDERAL AND STATE INCOME TAX (1941) (0)
- Carslaw’s non-euclidean geometry (1917) (0)
- A Problem in the Linear Flow of Heat discussed from the point of view of the Theory of Integral Equations (1911) (0)
- AUSTRALIAN INCOME TAX, 1945 (1946) (0)
- Advanced Mathematical Study and Research at Cambridge (1922) (0)
- LXXIV. The scattering of waves by a cone (1910) (0)
- THE AUSTRALIAN SOCIAL SERVICES CONTRIBUTION AND INCOME TAX ACTS, 1946 (1946) (0)
- A Progressive Income-Tax (1916) (0)
- On the Constructions which are Possible by Euclid’s Methods. (1910) (0)
- LXXXVIII. A trigonometrical sum (1933) (0)
- Note on the Use of Fourier's Series in the Problem of the Transverse Vibrations of Strings (1901) (0)
- Index to the Mathematical Gazette (0)
- Plane trigonometry : an elementary text-book for the higher classes of secondary schools and for colleges (0)
- Problems for Solution: 3144-3147,2677,2762,2769,2770 (1925) (0)
- Easy Numerical Trigonometry of the Right-Angled Triangle (1919) (0)
- Discussions: Relating to Napier's Logarithmic Concept (1916) (0)
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