H. F. Baker
Use attributes for filter ! | |
Gender | Male |
---|---|
Death | 68 years ago |
Date of birth | July 3,1866 |
Zodiac sign | Cancer |
Born | Cambridge |
United Kingdom | |
Date of died | March 17,1956 |
Died | Cambridge |
United Kingdom | |
Residence | United Kingdom |
Job | Mathematician |
Education | University of Cambridge |
St John's College, Cambridge | |
Place of burial | Ascension Parish Burial Ground, Cambridge, United Kingdom |
Awards | Smith's Prize |
Fellow of the Royal Society | |
Sylvester Medal | |
De Morgan Medal | |
Date of Reg. | |
Date of Upd. | |
ID | 541253 |
Principles of Geometry
Abel's theorem and the allied theory
Multiply Periodic Functions
An introduction to plane geometry
A locus with 25920 linear self-transformations
Analytical Principles of the Theory of Curves
Principles of Geometry: Solid geometry : quadrics, cubic curves in space, cubic surfaces
Principles of Geometry, Vol. II. Plane Geometry: Conics, Circles, Non-Euclidean Geometry
Principles of Geometry, Vol. V, Analytical Principles of the Theory of Curves
Principles of Geometry. Volume VI. Introduction to the Theory of Algebraic Surfaces and Higher Loci
Higher Geometry: Being Illustrations of the Utility of the Consideration of Higher Space, Especially of Four and Five Dimensions
The Collected Mathematical Papers of James Joseph Sylvester; Volume 4
Foundations
Principles of Geometry - Scholar's Choice Edition
Plane Geometry, Conics, Circles, Non-Euclidian Geometry
Algebraic Surfaces
Abel's Theorem and the Allied Theory: Including the Theory of the Theta Function
Abel's theorem and the allied theory
Multiply Periodic Functions
An introduction to plane geometry
A locus with 25920 linear self-transformations
Analytical Principles of the Theory of Curves
Principles of Geometry: Solid geometry : quadrics, cubic curves in space, cubic surfaces
Principles of Geometry, Vol. II. Plane Geometry: Conics, Circles, Non-Euclidean Geometry
Principles of Geometry, Vol. V, Analytical Principles of the Theory of Curves
Principles of Geometry. Volume VI. Introduction to the Theory of Algebraic Surfaces and Higher Loci
Higher Geometry: Being Illustrations of the Utility of the Consideration of Higher Space, Especially of Four and Five Dimensions
The Collected Mathematical Papers of James Joseph Sylvester; Volume 4
Foundations
Principles of Geometry - Scholar's Choice Edition
Plane Geometry, Conics, Circles, Non-Euclidian Geometry
Algebraic Surfaces
Abel's Theorem and the Allied Theory: Including the Theory of the Theta Function
H. F. Baker Life story
Henry Frederick Baker FRS FRSE was a British mathematician, working mainly in algebraic geometry, but also remembered for contributions to partial differential equations, and Lie groups.