D. G. Larman

The realization of distances within sets in Euclidean space

D. G. Larman, C. A. Rogers · Mathematika · 1972 · 234 citations

Euclidean Space, Geometry, Similarity Measure +3

Convex bodies, economic cap coverings, random polytopes

Imre Bárány, D. G. Larman · Mathematika · 1988 · 169 citations

Mathematical Programming, Discrete Geometry, Engineering +6

The existence of a centrally symmetric convex body with central sections that are unexpectedly small

D. G. Larman, C. A. Rogers · Mathematika · 1975 · 99 citations

Integral Geometry, Geometry, Central Sections +2

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 · 1970 · 86 citations

Geometric Graph Theory, Graph Theory, Algebraic Graph Theory +7

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 · 1970 · 84 citations

Integral Geometry, Geometric Modeling, Euclidean Space +8