Area-proportional 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. Venn-3, the Venn diagram consisting of three intersecting curves, has been used in many applications, including marketing, ecology and medicine. Whilst circles are widely used to draw such diagrams, most area specifications cannot be drawn in this way and, so, should only be used where an approximate solution is acceptable. However, placing 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 pro...
A 3-Venn diagram is used to represent all possible combinations of three characteristics and is most...
<p>Each of these diagrams depicts the sets and the quantitative data indicated by the numeric labels...
AbstractWe present a deterministic algorithm for drawing Euler diagrams using n simple polygons so t...
Area-proportional Venn diagrams are a popular way of visualizing the relationships between data sets...
Many data sets are visualized effectively with area proportional Venn diagrams, where the area of th...
Many data sets are visualized effectively with area proportional Venn diagrams, where the area of th...
Area-proportional Euler diagrams representing three sets are commonly used to visualize the results ...
Area-proportional Euler diagrams representing three sets are commonly used to visualize the results ...
Abstract. We consider the problem of drawing Venn diagrams for which each region’s area is proportio...
Venn diagrams with three curves are used extensively in various medical and scientific disciplines t...
We consider the problem of drawing Venn diagrams for which each regionrsquos area is proportional to...
Venn diagrams with three curves are used extensively in various medical and scientific disciplines t...
<p>(A) The quantitative values in each region indicate the required region areas, for which an area-...
AbstractWe present a deterministic algorithm for drawing Euler diagrams using n simple polygons so t...
Area-proportional Euler diagrams have many applications, for example they are often used for visuali...
A 3-Venn diagram is used to represent all possible combinations of three characteristics and is most...
<p>Each of these diagrams depicts the sets and the quantitative data indicated by the numeric labels...
AbstractWe present a deterministic algorithm for drawing Euler diagrams using n simple polygons so t...
Area-proportional Venn diagrams are a popular way of visualizing the relationships between data sets...
Many data sets are visualized effectively with area proportional Venn diagrams, where the area of th...
Many data sets are visualized effectively with area proportional Venn diagrams, where the area of th...
Area-proportional Euler diagrams representing three sets are commonly used to visualize the results ...
Area-proportional Euler diagrams representing three sets are commonly used to visualize the results ...
Abstract. We consider the problem of drawing Venn diagrams for which each region’s area is proportio...
Venn diagrams with three curves are used extensively in various medical and scientific disciplines t...
We consider the problem of drawing Venn diagrams for which each regionrsquos area is proportional to...
Venn diagrams with three curves are used extensively in various medical and scientific disciplines t...
<p>(A) The quantitative values in each region indicate the required region areas, for which an area-...
AbstractWe present a deterministic algorithm for drawing Euler diagrams using n simple polygons so t...
Area-proportional Euler diagrams have many applications, for example they are often used for visuali...
A 3-Venn diagram is used to represent all possible combinations of three characteristics and is most...
<p>Each of these diagrams depicts the sets and the quantitative data indicated by the numeric labels...
AbstractWe present a deterministic algorithm for drawing Euler diagrams using n simple polygons so t...