Aleksandr V. Kuz’minykh
Authors
Geombinatorics Quarterly
Aleksandr V. Kuz’minykh
- Article Title- About a Problem Concerning Functions which Preserve Unit Distance
- Vol Issue- Vol III (4) 1994
- Pages- 137-139
- Article Title- Sets with Integral Distances and a Coloring of Edges of an Infinite Graph
- Vol Issue- Vol VII (4), 1998
- Pages- 132-138
- Article Title- On a Partition of Sets into Homothetic Parts
- Vol Issue- Vol VIII (2), 1998
- Pages- 50-54
- Article Title- Sets with “Almost Natural” Distances
- Vol Issue- Vol X (1), 2000
- Pages- 38-44
- Article Title- Large Sets Moving through a Narrow Hole
- Vol Issue- Vol XI (3), 2002
- Pages- 91-97
- Article Title- On Packing with Similar Sets
- Vol Issue- Vol XII (2), 2003
- Pages- 76-85
- Article Title- On Representations of Graphs by Linked Congruent Convex Curves
- Vol Issue- Vol XIII (1), 2003
- Pages- 19-28
- Article Title- Polyhedral Approximations of the Sphere with the Unusual Geometric and Topological Properties
- Co Authors- Chris Bailey-Kellog
- Vol Issue- Vol XIV (2), 2004
- Pages- 55-61
- Article Title- Polyhedral Approximations of the Sphere and Representations of Graphs
- Co Authors- Chris Bailey-Kellogg
- Vol Issue- Vol XV (4) 2005
- Pages-183-190
- Article Title- Representations of Colored Infinite Graphs by Touching Afinnely Equivalent Convex Bodies
- Vol Issue- Vol XVI (3) 2006
- Pages- 297-304
- Article Title- On Representations of Graphs with Continuum Many Vertices by Linked Congruent Curves
- Vol issue- Vol XVII (3), 2008
- Pages- 129-134
- Article Title- On Graphs that Cannot Be Represented by Linked Compact Sets
- Vol Issue- Vol XVIII (3), 2009
- Pages-129-134
- Article Title- On Topological Diversity of Unbounded Convex Bodies in the Hyperbolic Space
- Vol Issue- Vol XXI (3), 2012
- Pages-101-109
- Article Title- Unbounded Strictly Convex Bodies with usually Topological Bodies Properties in the Hyperbolic Space
- Vol Issue- Vol XXII (3), 2012
- Pages-101-108
- Article Title- On Diversity of Metric Spaces of any Infinite Cardinality that are Completely Determined by Almost Every Single Distance
- Vol Issue- Vol XXII (3), 2012
- Pages-140-147