Andrew Forsyth

Q: What Schools Are Affiliated With Andrew Forsyth

Andrew Forsyth is affiliated with the following schools: University of Cambridge, University of Liverpool, Imperial College London

Andrew Forsyth's AcademicInfluence.com Rankings

Andrew Forsyth

Mathematics

#785

Historical Rank

Measure Theory

#5098

Historical Rank

mathematics Degrees

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Mathematics

Why Is Andrew Forsyth Influential?

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According to Wikipedia, Andrew Russell Forsyth, FRS, FRSE was a British mathematician. Life Forsyth was born in Glasgow on 18 June 1858, the son of John Forsyth, a marine engineer, and his wife Christina Glen. Forsyth studied at Liverpool College and was tutored by Richard Pendlebury before entering Trinity College, Cambridge, graduating senior wrangler in 1881. He was elected a fellow of Trinity and then appointed to the chair of mathematics at the University of Liverpool at the age of 24. He returned to Cambridge as a lecturer in 1884 and became Sadleirian Professor of Pure Mathematics in 1895.

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Andrew Forsyth'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 Treatise on Differential Equations (177)
Invariants, covariants, and quotient-derivatives associated with linear differential equations (27)
Old Tripos days at Cambridge (1935) (20)
James Whitbread Lee Glaisher (1929) (17)
Theory of Differential Equations. Part III. Ordinary Linear Equations (1902) (15)
Geometry of four dimensions (1931) (13)
Note on the Central Differential Equation in the Relativity Theory of Gravitation (1920) (9)
Exact equations and Pfaff's problem (6)
Memoir on the Integration of Partial Differential Equations of the Second Order in Three Independent Variables When an Intermediary Integral Does Not Exist in General (4)
IV. Memoir on the theta-functions, particularly those of two variables (4)
On those Transformations of the Coordinates which lead to new Solutions of Laplace's Equation (1897) (3)
Ordinary linear equations (2)
Theory of differential equations. PDEs (2)
The differential invariants of space (1)
Partial Differential Equations: Some Criticisms and Some Suggestions (1)
Applied Mathematics in School Training: Some General Considerations (1937) (1)
Note on the Path of a Ray of Light in the Einstein Relativity Theory of Gravitational Effect (1921) (1)
Differential Equations in Mechanics and in Physics (1922) (1)
III. On Abel’s theorem and abelian functions (1)
The range of minimal surfaces providing a minimum area (1913) (1)
Ordinary equations, not linear (1)
XV.—A Chapter in the Calculus of Variations: Maxima and Minima, for Weak Variations, of Integrals involving Ordinary Derivatives of the Second Order (0)
A Class of Functional Invariants (0)
XVII. Memoir on the Theta-functions, particularly those of two variables (0)
An Essay towards the Generating Functions of Ternariants (1897) (0)
Theory of functions of a complex variable, by A. R. Forsyth (0)
An appreciation of Halley (1905) (0)
Systems of Ternariants that are Algebraically Complete (1889) (0)
Memoir on the integration of partial differential equations of the second order in three independent variables, when an intermediary integral does not exist in general (0)
VIII. On Abel’s Theorem and Abelian functions (0)
Edward John Routh (0)
Note on a Set of Special Classes of Partial Differential Equations of the Second Order (0)
Dimensions in Geometry (1931) (0)
Systems of Quaternariants that are algebraically complete (0)
Intrinsic geometry of ideal space (1936) (0)
ADDRESS TO THE MATHEMATICAL AND PHYSICAL SECTION OF THE BRITISH ASSOCIATION FOR THE ADVANCEMENT OF SCIENCE. (1905) (0)
The Character of the General Integral of Partial Differential Equations (1897) (0)
Differential invariants of a plane and of curves in the plane (1906) (0)
The differential invariants of a surface, and their geometric significance (0)
XII.—The Concomitants (including Differential Invariants) of Quadratic Differential Forms in Four Variables (0)
The Differntial Equations satisfied by Concomitants of Quantics (1887) (0)
IV. A class of functional invariants (0)
Theory of differential equations / by Andrew Russell Forsyth (0)
Solutions of the Examples in a Treatise on Differential Equations (1919) (0)
Treatise On Differential Equations Ed. 2 (0)
On In‐and‐Circumscribed Polyhedra (1882) (0)
II. Invariants, covariants, and quotient derivatives associated with linear differential equations (0)
Some Algebraical Theorems connected with the Theory of Partitions (1895) (0)
Theory of differential equations. Ordinary nonlinear equations (0)
Partial Differential Equations of the Second Order Having Integral Systems free from Partial Quadratures (0)
Geodesics on Quadrics, not of Revolution (1895) (0)

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What Schools Are Affiliated With Andrew Forsyth?

Andrew Forsyth is affiliated with the following schools:

Andrew Forsyth's Academic­Influence.com Rankings