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Matrix Plot example
Another excellent example of using Protovis (http://mbostock.github.com/protovis/) for visualizing multi-dimensional data set, in this case, the correlation between various energy consumption components of a collection of office buildings. Try select a region on any scatter plot, and see corresponding cases being highlighted on all scatter plots.
Sample chart
(If the chart does not show, try reload this page.)
<html>
<head> <title>Brush + Link</title> <script type="text/javascript" src="/vis/mat_chart/protovis.js"></script> <script type="text/javascript" src="/vis/mat_chart/results250_2.js"></script> <style type="text/css">
#fig {
width: 650px; height: 685px;
}
</style> </head> <body><div id="center"><div id="fig"> <script type="text/javascript+protovis">
/* Size parameters. */ var size = 250,
padding = 20;
/* Interaction state. */ var s;
/* Scales for color and position. */ var grey = pv.rgb(144, 144, 144, .2),
color = pv.colors(
"rgba(50%, 0%, 0%, .5)",
"rgba(0%, 50%, 0%, .5)",
"rgba(0%, 0%, 50%, .5)"),
position = pv.dict(traits, function(t)
pv.Scale.linear(flowers, function(d) d[t])
.range(0, size));
/* Root panel. */ var vis = new pv.Panel()
.width((size + padding) * traits.length) .height((size + padding) * traits.length + padding) .left(10) .top(5);
/* One cell per trait pair. */ var cell = vis.add(pv.Panel)
.data(traits)
.top(function() this.index * (size + padding) + padding / 2)
.height(size)
.add(pv.Panel)
.data(function(y) traits.map(function(x) ({px:x, py:y})))
.left(function() this.index * (size + padding) + padding / 2)
.width(size);
/* Framed dot plots not along the diagonal. */ var plot = cell.add(pv.Panel)
.visible(function(t) t.px != t.py)
.strokeStyle("#aaa");
/* X-axis ticks. */ var xtick = plot.add(pv.Rule)
.data(function(t) position[t.px].ticks(5))
.left(function(d, t) position[t.px](d))
.strokeStyle("#eee");
/* Bottom label. */ xtick.anchor(“bottom”).add(pv.Label)
.visible(function() (cell.parent.index == traits.length - 1) && !(cell.index & 1)) .text(function(d, t) position[t.px].tickFormat(d));
/* Top label. */ xtick.anchor(“top”).add(pv.Label)
.visible(function() (cell.parent.index == 0) && (cell.index & 1)) .text(function(d, t) position[t.px].tickFormat(d));
/* Y-axis ticks. */ var ytick = plot.add(pv.Rule)
.data(function(t) position[t.py].ticks(5))
.bottom(function(d, t) position[t.py](d))
.strokeStyle("#eee");
/* Left label. */ ytick.anchor(“left”).add(pv.Label)
.visible(function() (cell.index == 0) && (cell.parent.index & 1)) .text(function(d, t) position[t.py].tickFormat(d));
/* Right label. */ ytick.anchor(“right”).add(pv.Label)
.visible(function() (cell.index == traits.length - 1) && !(cell.parent.index & 1)) .text(function(d, t) position[t.py].tickFormat(d));
/* Frame and dot plot. */ var dot = plot.add(pv.Dot)
.data(flowers)
.left(function(d, t) position[t.px](d[t.px]))
.bottom(function(d, t) position[t.py](d[t.py]))
.size(10)
.strokeStyle(null)
.fillStyle(function(d) s
&& ((d[s.px] < s.x1) || (d[s.px] > s.x2)
|| (d[s.py] < s.y1) || (d[s.py] > s.y2))
? grey : color(d.model));
/* Interaction: new selection and display and drag selection */ plot.add(pv.Panel)
.data([{x:20, y:20, dx:100, dy:100}])
.cursor("crosshair")
.events("all")
.event("mousedown", pv.Behavior.select())
.event("selectstart", function() (s = null, vis))
.event("select", update)
.add(pv.Bar)
.visible(function(d, k, t) s && s.px == t.px && s.py == t.py)
.left(function(d) d.x)
.top(function(d) d.y)
.width(function(d) d.dx)
.height(function(d) d.dy)
.fillStyle("rgba(0,0,0,.15)")
.strokeStyle("white")
.cursor("move")
.event("mousedown", pv.Behavior.drag())
.event("drag", update);
/* Labels along the diagonal. */ cell.anchor(“center”).add(pv.Label)
.visible(function(t) t.px == t.py)
.font("bold 14px sans-serif")
.text(function(t) t.px.replace(/([WL])/, " $1").toLowerCase());
/* Legend. */ vis.add(pv.Dot)
.data(model)
.bottom(10)
.left(function() 15 + this.index * 65)
.size(8)
.strokeStyle(null)
.fillStyle(color)
.anchor("right").add(pv.Label);
vis.render();
/* Interaction: update selection. */ function update(d, t) {
s = d; s.px = t.px; s.py = t.py; s.x1 = position[t.px].invert(d.x); s.x2 = position[t.px].invert(d.x + d.dx); s.y1 = position[t.py].invert(size - d.y - d.dy); s.y2 = position[t.py].invert(size - d.y); dot.context(null, 0, function() this.render());
}
</script> </div></div></body>
</html>

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