D. G. Larman - Concepedia

Author

D. G. Larman

University College London

Also Known As

D. G. LARMAN, D. G. Larman, D. Larman, D.G. Larman, DavidG. Larman

Publications

1.6K

Citations

H-Index

Concepts

All Affiliations

University College London University of Washington University of Sussex Seattle University UCL Australia

About

D. G. Larman is an author at University College London specializing in engineering, geometry, and discrete geometry.

Top Concepts

#	Concept	H-Index	Publications	Citations
1	Engineering	12	13	479
2	Natural Sciences	3	3	131
3	Anatomy	2	2	29
4	Education	1	1	17
5	Computer Science	1	1	27

D. G. Larman

Publications

1.4K

Citations

H-Index

Page 1

	Year	Citations
The realization of distances within sets in Euclidean space D. G. Larman, C. A. Rogers Mathematika Euclidean SpaceGeometrySimilarity MeasureExtremal Set TheoryMetric Graph Theory	1972	234
Convex bodies, economic cap coverings, random polytopes Imre Bárány, D. G. Larman Mathematika Mathematical ProgrammingDiscrete GeometryEngineeringConvex HullRandom Polytopes	1988	169
The existence of a centrally symmetric convex body with central sections that are unexpectedly small D. G. Larman, C. A. Rogers Mathematika Integral GeometryGeometryCentral SectionsSymmetric Convex BodyConvex Hull	1975	99
On the Existence of Certain Configurations within Graphs and the 1-Skeletons of Polytopes D. G. Larman, P. Mani Proceedings of the London Mathematical Society Geometric Graph TheoryGraph TheoryAlgebraic Graph TheoryStructural Graph TheoryTopological Graph Theory	1970	86
The directions of the line segments and of the <i>r</i> ‐dimensional balls on the boundary of a convex body in Euclidean space G�nter Ewald, D. G. Larman, C. A. Rogers Mathematika Integral GeometryGeometric ModelingEuclidean SpaceDiscrete GeometryEngineering	1970	84
A New Theory of Dimension D. G. Larman Proceedings of the London Mathematical Society Spectral TheoryTheoretical MathematicsInfinite Dimensional AnalysisGeometryHigher Dimensional Problem	1967	78
A Colored Version of Tverberg's Theorem Imre Bárány, D. G. Larman Journal of the London Mathematical Society	1992	75
Paths on Polytopes D. G. Larman Proceedings of the London Mathematical Society Path PlanningGeometric AlgorithmRoute PlanningDiscrete MathematicsCombinatorial Optimization	1970	71
Gateaux Differentiability of Convex Functions on Banach Spaces D. G. Larman, R. R. Phelps Journal of the London Mathematical Society Generalized FunctionVariational AnalysisGateaux DifferentiabilityFunctional AnalysisNonlinear Functional Analysis	1979	53
Largestj-simplices inn-polytopes Peter Gritzmann, Victor Klee, D. G. Larman Discrete & Computational Geometry	1995	46

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