## streemap

Set of tree map algorithms (binary, squarified, …)

### 1 unstable release

 0.1.0 May 2, 2021

#834 in Algorithms

MIT/Apache

74KB
613 lines

# streemap - Set of tree map algorithms

Algorithms:

• Slice and Dice 😵.
• Binary 👍.
• Squarified 👍🚀 by Bruls, Mark; Huizing, Kees; van Wijk, Jarke J. (2000).
• Ordered by Shneiderman, Ben (2001).
• Strip by Benjamin, Bederson; Shneiderman, Ben; Wattenberg, Martin (2002).
• Quantum by Benjamin, Bederson; Shneiderman, Ben; Wattenberg, Martin (2002). Quantized variant of other algorithms.

## Examples

### Depth 1

``````[6, 6, 4, 3, 2, 2, 1]
``````
``````use streemap::Rect;

const R0: Rect<f32> = Rect { x: 0., y: 0., w: 0., h: 0. };
let mut slice = [(6., R0), (6., R0), (4., R0), (3., R0), (2., R0), (2., R0), (1., R0)];
streemap::squarify(
Rect { x: 0., y: 0., w: 6., h: 4. },
&mut slice[..],
|&(n, _)| n, // map item to item size
|(_, item_r), r| *item_r = r, // set item distributed rect
);
assert_eq!(
slice,
[
(6.0, Rect { x: 0.0, y: 0.0, w: 3.0, h: 2.0 }),
(6.0, Rect { x: 0.0, y: 2.0, w: 3.0, h: 2.0 }),
(4.0, Rect { x: 3.0, y: 0.0, w: 1.7142857, h: 2.3333333 }),
(3.0, Rect { x: 4.714286, y: 0.0, w: 1.2857141, h: 2.3333333 }),
(2.0, Rect { x: 3.0, y: 2.3333333, w: 1.1999999, h: 1.6666667 }),
(2.0, Rect { x: 4.2, y: 2.3333333, w: 1.1999999, h: 1.6666667 }),
(1.0, Rect { x: 5.3999996, y: 2.3333333, w: 0.60000014, h: 1.6666667 })
]
);
streemap::binary(
Rect { x: 0., y: 0., w: 6., h: 4. },
&mut slice[..],
|&(n, _)| n, // map item to item size
|(_, item_r), r| *item_r = r, // set item distributed rect
);
assert_eq!(
slice,
[
(6.0, Rect { x: 0.0, y: 0.0, w: 3.0, h: 2.0 }),
(6.0, Rect { x: 0.0, y: 2.0, w: 3.0, h: 2.0 }),
(4.0, Rect { x: 3.0, y: 0.0, w: 3.0, h: 1.3333334 }),
(3.0, Rect { x: 3.0, y: 1.3333334, w: 1.125, h: 2.6666665 }),
(2.0, Rect { x: 4.125, y: 1.3333334, w: 1.875, h: 1.0666667 }),
(2.0, Rect { x: 4.125, y: 2.4, w: 1.25, h: 1.5999999 }),
(1.0, Rect { x: 5.375, y: 2.4, w: 0.625, h: 1.5999999 })
]
);
``````

Performance:

Squarified:

Binary:

Ordered Pivot by middle:

Ordered Pivot by size: