Results 1  10
of
36,376
Drawing AreaProportional Venn3 Diagrams with Convex Polygons
 Proc 6th Intl Conf Diag Rep Inf, LNCS (LNAI) 6170
, 2010
"... Abstract. Areaproportional Venn diagrams are a popular way of visualizing the relationships between data sets, where the set intersections have a specified numerical value. In these diagrams, the areas of the regions are in proportion to the given values. Venn3, the Venn diagram consisting of thre ..."
Abstract

Cited by 5 (3 self)
 Add to MetaCart
different restrictions on the shape of curves may result in usable diagrams that have an exact solution, that is, where the areas of the regions are exactly in proportion to the represented data. In this paper, we explore the use of convex shapes for drawing exact area proportional Venn3 diagrams. Convex
Generating and drawing areaproportional . . .
, 2007
"... An Euler diagram C = {c1, c2,...,cn} is a collection of n simple closed curves (i.e., Jordan curves) that partition the plane into connected subsets, called regions, each of which is enclosed by a unique combination of curves. Typically, Euler diagrams are used to visualize the distribution of discr ..."
Abstract
 Add to MetaCart
structure and use this model to develop necessaryandsufficient existence conditions. We also use the graphtheoretic model to prove that the EDGP is NPcomplete. In addition, we study the related AreaProportional Euler Diagram Generation Problem (ωEDGP), which involves
Some results for drawing areaproportional Venn3 with convex curves
 In Information Visualization
, 2009
"... Many data sets are visualized effectively with area proportional Venn diagrams, where the area of the regions is in proportion to a defined specification. In particular, Venn diagrams with three intersecting curves are considered useful for visualizing data in many applications, including bioscience ..."
Abstract

Cited by 3 (3 self)
 Add to MetaCart
Many data sets are visualized effectively with area proportional Venn diagrams, where the area of the regions is in proportion to a defined specification. In particular, Venn diagrams with three intersecting curves are considered useful for visualizing data in many applications, including
Drawing AreaProportional Euler Diagrams Representing Up To Three Sets
 IEEE TRANSACTIONS ON VISUALIZATION AND COMPUTER GRAPHICS
"... Areaproportional Euler diagrams representing three sets are commonly used to visualize the results of medical experiments, business data, and information from other applications where statistical results are best shown using interlinking curves. Currently, there is no tool that will reliably visual ..."
Abstract

Cited by 5 (3 self)
 Add to MetaCart
and so permit the visualization of cases where some intersections have a zero value. This paper describes a general, implemented, method for visualizing all 40 Euler3 diagrams in an areaproportional manner. We provide techniques for generating the curves with circles and convex polygons, analyze
Drawing areaproportional Venn and Euler diagrams
 In Proceedings of Graph Drawing 2003
, 2003
"... Abstract. We consider the problem of drawing Venn diagrams for which each region’s area is proportional to some weight (e.g., population or percentage) assigned to that region. These areaproportional Venn diagrams have an enhanced ability over traditional Venn diagrams to visually convey informatio ..."
Abstract

Cited by 56 (1 self)
 Add to MetaCart
information about data sets with interacting characteristics. We develop algorithms for drawing areaproportional Venn diagrams for any population distribution over two characteristics using circles and over three characteristics using rectangles and nearrectangular polygons; modifications
A General Method for Drawing AreaProportional Euler Diagrams
, 2011
"... Areaproportional Euler diagrams have many applications, for example they are often used for visualizing data in medical and biological domains. There have been a number of recent research efforts to automatically draw Euler diagrams when the areas of the regions are not considered, leading to a ran ..."
Abstract

Cited by 4 (4 self)
 Add to MetaCart
Areaproportional Euler diagrams have many applications, for example they are often used for visualizing data in medical and biological domains. There have been a number of recent research efforts to automatically draw Euler diagrams when the areas of the regions are not considered, leading to a
Exact and Approximate Areaproportional Circular Venn and Euler Diagrams
 IEEE Trans Vis Comput Graph
"... Abstract — Scientists conducting microarray and other experiments use circular Venn and Euler diagrams to analyze and illustrate their results. As one solution to this problem, this article introduces a statistical model for fitting areaproportional Venn and Euler diagrams to observed data. The sta ..."
Abstract

Cited by 22 (0 self)
 Add to MetaCart
Abstract — Scientists conducting microarray and other experiments use circular Venn and Euler diagrams to analyze and illustrate their results. As one solution to this problem, this article introduces a statistical model for fitting areaproportional Venn and Euler diagrams to observed data
Towards a general solution to drawing areaproportional Euler diagrams
 In Proceedings of Euler Diagrams, volume 134 of ENTCS
, 2005
"... We present a deterministic algorithm for drawing Euler diagrams using n simple polygons so that the regions have a prescribed area. Our solution works for all Euler diagrams that have a region of common intersection (i.e., region {1, 2,...,n}), and for any weight function. When there is no region fo ..."
Abstract

Cited by 16 (0 self)
 Add to MetaCart
We present a deterministic algorithm for drawing Euler diagrams using n simple polygons so that the regions have a prescribed area. Our solution works for all Euler diagrams that have a region of common intersection (i.e., region {1, 2,...,n}), and for any weight function. When there is no region
AreaProportional Drawings of Intersecting Families of Simple Closed Curves
"... A FISC, or family of intersecting simple closed curves, is a collection of simple closed curves in the plane with the properties that there is some open region common to the interiors of all the curves, and that every two curves intersect in finitely many points or arcs. Let F be a FISC with a set o ..."
Abstract
 Add to MetaCart
and the curve arcs between vertices are edges. Edges are directed so that each of F’s curves is traversed in a clockwise fashion. The directed plane dual of � G(F), denoted � D(F), has edges oriented to indicate inclusion in fewer interiors of the curves. The graph � G(F) has an areaproportional drawing
Results 1  10
of
36,376