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Abstract Syntax Tree Rendering Noah Brickman CMPS 203.

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Presentation on theme: "Abstract Syntax Tree Rendering Noah Brickman CMPS 203."— Presentation transcript:

1 Abstract Syntax Tree Rendering Noah Brickman CMPS 203

2 Introduction Programs are hard to visualize. Programs are hard to visualize. ClassView and other tools don’t give a high level view ClassView and other tools don’t give a high level view JavaDoc and similar tools require comment blocks JavaDoc and similar tools require comment blocks Goal: Add a code graphing tool directly to a compiler that will render an AST Goal: Add a code graphing tool directly to a compiler that will render an AST

3 Related Work Free Code Graphing Project Free Code Graphing Project Not interactive, language specific Not interactive, language specific

4 Related Work KScope KScope Shows call graph, but not function bodies Does not show grammar based tree

5 AST Render Process Select a compiler building tool Select a compiler building tool Generate a script with drawing instructions Generate a script with drawing instructions Render script Render script

6 Compiler Tool CIL (C Intermediate Language) CIL (C Intermediate Language) C analysis tool, Ocaml functions Flex-Bison Flex-Bison Low level, extra programming SableCC SableCC Java code, Builds ASTs

7 SableCC Open source compiler generating tool Open source compiler generating tool Write grammar file Write grammar file Generates Java code to parse code and build an AST Generates Java code to parse code and build an AST Add main function with utility classes Add main function with utility classes

8 Script Generation Add code to SableCC files to write script file Add code to SableCC files to write script file Perform tree traversal and write node data Perform tree traversal and write node data Script file contains node data and heirarchy information Script file contains node data and heirarchy information

9 AST Rendering OGRE (O-O Graphics Rendering Engine) OGRE (O-O Graphics Rendering Engine) Loads script file and reconstruct AST Loads script file and reconstruct AST Renders color coded tree Renders color coded tree Production rules in red Language terminals in blue Variable associations in green

10 Results - Demo!

11 Future Work Embed AST script code in SableCC source Embed AST script code in SableCC source Make 3D tree more interactive Make 3D tree more interactive Implement code execution tracing Implement code execution tracing

12 Alternate Tree Rendering Following slides were made by… Following slides were made by… Dr. Kai Xu University of Sydney

13 Indented Layout Places all items along vertically spaced rows Places all items along vertically spaced rows Uses indentation to show parent child relationships Uses indentation to show parent child relationships Example: Windows explorer Example: Windows explorer Problems: Problems:  Only showing part of the tree  Bad aspect ratio (not space efficient) But still the most popular one!? But still the most popular one!?

14 Dendrogram Essentially a layered drawing Essentially a layered drawing  with bended orthogonal edges Layering are done according to the leaves: Layering are done according to the leaves:  All the leaves are on the same layer Now commonly used in bioinformatics to represent Now commonly used in bioinformatics to represent  The result of hierarchical clustering  Phylogenetic trees  More on this in the “biological networks” lecture

15 Balloon trees A variation of radial layout A variation of radial layout children are drawn in a circle centered at their parents. children are drawn in a circle centered at their parents. Effective on showing the tree structure Effective on showing the tree structure  At the cost of node details

16 Hyperbolic Tree Simulate the distortion effect of fisheye lens Simulate the distortion effect of fisheye lens  Enlarge the focus and shrink the rest  Focus+context  Interaction technique; can be combined with different layout. 3D hyperbolic tree: 3D hyperbolic tree:  projecting a graph one a sphere produces a similar distortion effect  This example also uses balloon tree drawing.

17 3D tree visualization - Cone tree Cone trees are a 3D extension of the 2D layered tree drawing method. Cone trees are a 3D extension of the 2D layered tree drawing method.  Parent at the tip of a cone, and its children spaced equally on the bottom circle of the cone  Either horizontal or vertical The extension to 3D does not necessarily means more information can be displayed The extension to 3D does not necessarily means more information can be displayed  Occlusion problem  Couple with interaction is essential  More on this in the “graph visualization evaluation” lecture

18 Other 3D tree visualizations 3D poly-plane tree visualization 3D poly-plane tree visualization  Put subtrees on planes  arrange these planes in 3D to reduce occlusion  In this example, layered drawing is used within each plane 3D layered tree 3D layered tree  Only one cone  Layers are the parallel circles on the surface  Example: color indicate the layer

19 Space-filling methods - Treemap Treemap use containment to show the hierarchy. Treemap use containment to show the hierarchy. It partitions the space recursively according to the size of subtrees It partitions the space recursively according to the size of subtrees It is space-efficient compare to node-link diagram It is space-efficient compare to node-link diagram It is effective in showing the leaf nodes; on the other size, it is difficult to see the non-leave nodes It is effective in showing the leaf nodes; on the other size, it is difficult to see the non-leave nodes

20 Variations of Treemap Cushion treemap Cushion treemap  Use shading to help identify the levels in a treemap Voronoi treemap Voronoi treemap  Similar idea but uses voronoi diagram as partition  The space does not have to be rectangle.

21 Beamtree A variation of treemap in 3D. A variation of treemap in 3D. Using overlap instead of nesting to show the hierarchy Using overlap instead of nesting to show the hierarchy 3D version: representing each node as a beam 3D version: representing each node as a beam A bigger example A bigger example

22 Space-filling tree layout Try to use as much screen space as possible Try to use as much screen space as possible Layout a tree according to the recursive partition of the screen space Layout a tree according to the recursive partition of the screen space  The area allocated to a subtree is proportional to its size. A bigger example: 55000 nodes A bigger example: 55000 nodes  Use all the screen space  Not very effective on showing the tree structure

23 Other space filling methods - Icicle Trees Edges implied by adjacency and spatial relationship. Edges implied by adjacency and spatial relationship. icicle tree in the infovis toolkit (jean- daniel fekete) icicle tree in the infovis toolkit (jean- daniel fekete)

24 Information slice and Sunburst Diagrams Information slice Information slice  also a space-filling visualization method.  Radial version of icicle trees.  Node size is proportional to the angle swept by a node. Sunburst Sunburst  With extra focus+context  Details are shown outside or inside the ring

25 Elastic hierarchies hybrid of node-link diagrams and treemaps hybrid of node-link diagrams and treemaps Using node-link diagram inside a treemap produces lots of crossings Using node-link diagram inside a treemap produces lots of crossings

26 TreeViewer Visualizes trees in a form that closely resembles botanical trees Visualizes trees in a form that closely resembles botanical trees  The root is the tree stem  Non-leave nodes are branches  Leave nodes are “bulbs” at the end of branches  Example: Unix home directory.

27 Collapsible Cylindrical Trees Telescope metaphor: A set of nested cylinders Telescope metaphor: A set of nested cylinders  A cylinder is constructed for the children of a node, and it has a smaller radius.  This cylinder is nested and hidden within the cylinder contain the parent  It can be pulled out to the right of theparent cylinder or collapsed as necessary. only one path of the hierarchy is visible at once  represented by a number of ever decreasing cylinders All cylinders of level 1 nodes are shown in a horizontal fashion, like being put on a stick.


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