G. L. Watson - Concepedia

Author

G. L. Watson

University College London

Also Known As

G. L. WATSON, G. L. Watson, G.L. Watson

Publications

1.2K

Citations

H-Index

Concepts

All Affiliations

University College London UCL Australia

About

G. L. Watson is an author at University College London specializing in representation theory, conic optimization, and discrete mathematics.

Top Concepts

#	Concept	H-Index	Publications	Citations
1	Conic Optimization	2	2	29
2	Education	1	1	24
3	Engineering	1	1	19
4	Humanities	1	1	10
5	Classics	1	1	19

G. L. Watson

Publications

Citations

H-Index

Page 1

	Year	Citations
Finite-Difference Methods for Partial Differential Equations. G. L. Watson, George E. Forsythe, Wolfgang R. Watson Biometrika Numerical AnalysisNumerical MethodsFinite-difference MethodsNumerical Method For Partial Differential Equation	1961	530
Integral Quadratic Forms. Ivan Niven, G. L. Watson American Mathematical Monthly Integral GeometryAutomorphic FormIntegral Quadratic FormsRepresentation TheoryCongruence Class	1961	110
Transformations of a Quadratic Form Which Do Not Increase the Class-Number G. L. Watson Proceedings of the London Mathematical Society	1962	39
A Proof of the Seven Cube Theorem G. L. Watson Journal of the London Mathematical Society Geometry Of NumberDiscrete GeometryTopological CombinatoricsDiscrete MathematicsSeven Cube Theorem	1951	35
The 2‐adic density of a quadratic form G. L. Watson Mathematika Modular FormQuadratic Form	1976	31
On Indefinite Quadratic Forms in Five Variables G. L. Watson Proceedings of the London Mathematical Society Real Algebraic GeometryGeometry Of NumberIndefinite Quadratic FormsQuadratic Programming	1953	28
The representation of integers by positive ternary quadratic forms G. L. Watson Mathematika Computational Number TheoryRepresentation TheoryModular FormEducationDiscrete Mathematics	1954	24
Regular Positive Ternary Quadratic Forms G. L. Watson Journal of the London Mathematical Society Real Algebraic GeometryModular FormGeometry Of Number	1976	20
The Class-Number of a Positive Quadratic Form G. L. Watson Proceedings of the London Mathematical Society Positive Quadratic FormSchubert CalculusGeometry Of NumberReal Algebraic Geometry	1963	20
Quadratic diophantine equations G. L. Watson Philosophical Transactions of the Royal Society of London Series A Mathematical and Physical Sciences	1960	19

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