Micaiah John Muller Hill
#35,209
Most Influential Person Across History
British mathematician
Micaiah John Muller Hill's AcademicInfluence.com Rankings
Micaiah John Muller Hillmathematics Degrees
Mathematics
#2203
Historical Rank
Measure Theory
#6987
Historical Rank

Download Badge
Mathematics
Micaiah John Muller Hill's Degrees
- Masters Mathematics University of Oxford
Why Is Micaiah John Muller Hill Influential?
(Suggest an Edit or Addition)According to Wikipedia, Micaiah John Muller Hill FRS was an English mathematician, known for Hill's spherical vortex and Hill's tetrahedra. He was born on 22 February 1856 in Berhampore, Bengal, India, the son of Revd. Samuel John Hill and Leonora Josephina Muller .
Micaiah John Muller Hill'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
- On a Spherical Vortex (294)
- Determination of the Volumes of certain Species of Tetrahedra without employment of the Method of Limits (1895) (29)
- IV. On a spherical vortex (15)
- The Teaching of Geometry in Schools (1924) (14)
- XVI. On the motion of fluid, part of which is moving rotationally and part irrotationally (7)
- On a Formula for the Sum of a Finite Number of Terms of the Hypergeometric Series when the Fourth Element is Equal to Unity (5)
- I. On the motion of fluid, part of which is moving rotationally and part irrotationally (4)
- On the Use of a Property of Jacobians to Determine the Character of any Solution of an Ordinary Differential Equation of the First Order or of a Linear Partial Differential Equation of the First Order (3)
- Note on the Motion of a Fluid Ellipsoid under its own Attraction (1891) (3)
- On a Formula for the Sum of a Finite Number of Terms of the Hypergeometric Series when the Fourth Element is unity: (Second Communication.) (3)
- On the Classification of the Integrals of Linear Partial Differential Equations of the First Order (3)
- On the Singular Solutions of Ordinary Differential Equations of the First Order with Transcendental Coefficients (2)
- Presidential Address on the Theory of Proportion (1912) (2)
- Presidential Address on the Theory of Proportion (1912) (1)
- The Differential Equations of Cylindrical and Annular Vortices (1884) (1)
- The Logical Eye and the Mathematical Eye: Their Outlook on Euclid’s Theory of Proportion: Presidential Address to the Mathematical Association, 1928 (1928) (1)
- On the Fifth Book of Euclid's Elements (1927) (1)
- On Differential Equations with Fixed Branch Points (1)
- On the Integrals of the Differential Equations of the First Order Derivable from an Irreducible Algebraic Primitive (1)
- On the Projection of two Triangles on to the Same Triangle (0)
- On the substitution of Wallis's postulate of similarity for Euclid's postulate of parallels (1926) (0)
- On the c- and p-Discriminants of Ordinary Integrable Differential Equations of the First Order (1887) (0)
- A Critical Account of Euclid’s Exposition of the Theory of Proportion in the Fifth Book of the “Elements.” (1923) (0)
- Correspondence (1901) (0)
- On the Continuation of the Hypergeometric Series (0)
- On the Geometrical Meaning of a Form of the Orthogonal Transformation (1894) (0)
- On the Closed Link Polygons belonging to a system of Co-planar Forces having a Single Resultant (1883) (0)
- Determinantal form of the Formula for Expressing a Rational Integral Function of a Single Variable in Terms of two Other such Functions which are Mutually Prime (0)
- On the Proofs of the Properties of Riemann's Surfaces Discovered by Lüroth and Clebsch (0)
- On a Geometrical Proposition connected with the Continuation of Power-Series (1902) (0)
- Calculation of the Equation which determines the Anharmonic Ratios of the Roots of a Quintic (1882) (0)
- The Postulate of Parallels (1925) (0)
- Reply to Mr. J. L. Coolidge's review of Hill's Euclid (1902) (0)
- The Reduction of the Equation of a Central Conic to its Simplest Form (1926) (0)
- On the Integration of Partial Differetial Equations of the First Order with One Dependent and two Independent Variables (0)
- 796. [L1. 1. a.] The Reduction of the Equation of a Central Conic to its Simplest Form (1925) (0)
- [no title] (1917) (0)
- The Continuations of certain Fundamental Power Series (1902) (0)
- On the Teaching of Mathematics (1927) (0)
- 645. [A. 5. a.] Partial Fractions associated with Quadratic Factors. (1922) (0)
- IV. On the locus of singular points and lines which occur in connexion with the theory of the locus of ultimate intersections of a system of surfaces (0)
- On the hypothesis of the obtuse angle (1926) (0)
- A Property of Skew Determinants (1894) (0)
- On Node‐ and Cusp‐Loci, which are enveloped by the Tangents at the Cusps (1890) (0)
- On the Locus of Singular Points and Lines which Occur in Connection with the Theory of the Locus of Ultimate Intersections of a System of Surfaces (0)
This paper list is powered by the following services:
Other Resources About Micaiah John Muller Hill
What Schools Are Affiliated With Micaiah John Muller Hill?
Micaiah John Muller Hill is affiliated with the following schools: