activity
20122026
most citedEdge Routing with Ordered Bundles

10 citations · 12 across the 5 of their papers we have counts for

collaborators

7 papers

cs.CG2026

Browsing Large Graphs with Tile Pyramids and Sleeve Routing in the Browser

Lev Nachmanson, Xiaoji Chen

We present a new way to visualize a large graph in the style of online geographic maps. The method builds a tile pyramid for semantic zoom: at every zoom level the labels of the hi…

cs.CG2017

A New Approach to GraphMaps, a System Browsing Large Graphs as Interactive Maps

Debajyoti Mondal, Lev Nachmanson

A GraphMaps is a system that visualizes a graph using zoom levels, which is similar to a geographic map visualization. GraphMaps reveals the structural properties of the graph and…

cs.CG2016

Node Overlap Removal by Growing a Tree

Lev Nachmanson, Arlind Nocaj, Sergey Bereg +2

Node overlap removal is a necessary step in many scenarios including laying out a graph, or visualizing a tag cloud. Our contribution is a new overlap removal algorithm that iterat…

math.CO2015

Representing Permutations with Few Moves

Sergey Bereg, Alexander E. Holroyd, Lev Nachmanson +1

Consider a finite sequence of permutations of the elements 1,...,n, with the property that each element changes its position by at most 1 from any permutation to the next. We call…

cs.GR2015

GraphMaps: Browsing Large Graphs as Interactive Maps

Lev Nachmanson, Roman Prutkin, Bongshin Lee +3

Algorithms for laying out large graphs have seen significant progress in the past decade. However, browsing large graphs remains a challenge. Rendering thousands of graphical eleme…

cs.DM2013★ 2 cited

Drawing Permutations with Few Corners

Sergey Bereg, Alexander E. Holroyd, Lev Nachmanson +1

A permutation may be represented by a collection of paths in the plane. We consider a natural class of such representations, which we call tangles, in which the paths consist of st…

cs.CG2012★ 10 cited

Edge Routing with Ordered Bundles

Sergey Bereg, Alexander E. Holroyd, Lev Nachmanson +1

Edge bundling reduces the visual clutter in a drawing of a graph by uniting the edges into bundles. We propose a method of edge bundling drawing each edge of a bundle separately as…