\n",
- "Attribute | \n",
- "Description | \n",
- "values | \n",
- "\n",
- "`rankdir` | \n",
- "Changes the direction of the hierarchy. By default, nodes are put from top to bottom, according to their rank.\n",
- "\n",
- "Only works for the `dot` layout. | \n",
- "* `\"LR\"` (Left to Right),\n",
- "* `\"TB\"` (Top to Bottom),\n",
- "* `\"RL\"` or\n",
- "* `\"BT\"` | \n",
- "
\n",
- "\n",
- "`ranksep` | \n",
- "Distance between ranks. \n",
- "\n",
- "Only works for the `dot` and `twopi` layouts.\n",
- "\n",
- "The suffix `\"equally\"` makes this distance to be uniform. | \n",
- "`double` or `string`. Examples:\n",
- "\n",
- "* `1.2`\n",
- "* `\"1.2 equally\"` | \n",
- "
\n",
- "\n",
- "`nodesep` | \n",
- "The minimum space between two adjacent nodes in the same rank.\n",
- "\n",
- "Only works for the `dot` layout. | \n",
- "`double` | \n",
- "
\n",
- "\n",
- "`Ordering` | \n",
- "Only works for the `dot` layout. \n",
- "\n",
- "By changing the edge order, we can have some control over the position of the nodes in the visualization. \n",
- "See https://www.graphviz.org/doc/info/attrs.html#d:ordering for precise explanation \n",
- "with this attibute. | \n",
- "`\"in\"` or `\"out\"` | \n",
- "
\n",
- "\n",
- "`Damping, K` | \n",
- "Parameters used by spring models to compute the node positions\n",
- "check https://www.graphviz.org/doc/info/attrs.html#d:Damping for details. | \n",
- "`double` | \n",
- "
\n",
- "\n",
- "`splines` | \n",
- "`Graphviz` tries to \"curve\" the edges to contour nodes, in order to avoid edges overlapping with some nodes. We choose the type of curve it is uses.\n",
- "\n",
- "A visual example can be found in https://www.graphviz.org/doc/info/attrs.html#d:splines | \n",
- "- `\"line\"` - All edges will be STRAIGHT LINES\n",
- "- `\"spline\"` - Use splines\n",
- "- Others values are: `\"polynine\"`, `\"curved\"`, `\"ortho\"`\n",
- " | \n",
- "
\n",
- "\n",
- "`bgcolor` | \n",
- "Background graph colour. | \n",
- "\"RGB\tHSV or colour name (`black`, `blue`...)\"\n",
- "\n",
- "`\"transparent\"` indicates that there is no background color set. | \n",
- "
\n",
- "\n",
- "`label` | \n",
- "A label for the overall graph. | \n",
- "`\"string\"` | \n",
- "
\n",
- "\n",
- "`fontcolor` | \n",
- "Colour for the graph label (does not propagates to nodes). | \n",
- "RGB\tHSV or colour name (`black`, `blue`...) | \n",
- "
\n",
- "\n",
- "`fontname` | \n",
- "Font name for the graph label. | \n",
- "`\"string\"` | \n",
- "
\n",
- "\n",
- "`fontsize` | \n",
- "Size for the graph label. | \n",
- "`double` | \n",
- "
\n",
- "\n",
- "`labelloc` | \n",
- "Sets the position of the label vertically. | \n",
- "`\"t\"` or `\"b\"` (top, bottom) | \n",
- "
\n",
- "\n",
- "`labeljust` | \n",
- "Sets the position of the label horizontally. | \n",
- " `\"l\"`, `\"r\"`, `\"c\"` (left right center) | \n",
- "
\n",
- "\n",
- "`dpi` | \n",
- "Resolution of image. | \n",
- "`double` | \n",
- "
\n",
- "\n",
- "`scale` | \n",
- "Scales all graph attributes up or down.\n",
- "\n",
- "Does not work with `dot`. | \n",
- "`double` | \n",
- "
\n",
- "\n",
- "`pad` | \n",
- "Sets a margin in the figure. This margin is exterior to the size of the figure. | \n",
- "`string` with 2 values, e.g. `\"1.3,0.8\"` | \n",
- "
\n",
- "\n",
- "`size` | \n",
- "Sets the dimensions of the figure.\n",
- "\n",
- "TO MAKE IT WORK AS EXPECTED, add the attribute `\"ratio=fill\"` to the graph.\n",
- "This sets the dimensions INSIDE the `pad`, so the final size is: `size + pad` value. | \n",
- "`string` with 2 values, e.g. `\"16,9\"` | \n",
- "
\n",
- "\n",
- "`ratio` | \n",
- "If numeric value is provided, it sets the ratio between width and height of the figure. Other options available, in which we pass a string as input.\n",
- "\n",
- "See the other options here https://www.graphviz.org/doc/info/attrs.html#d:ratio | \n",
- "Numeric value or `string` (`\"fill\"`, `\"compress\"`, `\"expand\"`, `\"auto\"`) or not specified | \n",
- "
\n",
- "\n",
- "`overlap` | \n",
- "Resolves overlaps between nodes.\n",
- "\n",
- "Does not work with `dot`. | \n",
- "- `\"true\"` to retain overlaps\n",
- "- `\"false\"` or prism uses prism algorithm | \n",
- "
\n",
- "
\n",
- "\n",
- "\n",
- "#### Main Edge Attributes"
+ "A list of useful network, node and edge attributes:"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
+ "#### Main Network Attributes\n",
+ "\n",
"\n",
- "Attribute | \n",
- "Description | \n",
- "values | \n",
- "\n",
- "`penwidth` | \n",
- "Width of that specific edge. | \n",
- "`double` | \n",
- "
\n",
- "\n",
- "`weight` | \n",
- "It is a way to indirectly control the edge size. A larger weight encourages the layout to make the edge length \n",
- "Weights in dot must be integers.\n",
- "For `dot`, larger values makes the edge shorter.\n",
- "\n",
- "See \n",
- "https://www.graphviz.org/doc/info/attrs.html#d:weight for details | \n",
- "`double` | \n",
- "
\n",
- "\n",
- "`label` | \n",
- "Edge label, optional. | \n",
- "`string` | \n",
- "
\n",
- "\n",
- "`fontcolor`, `fontsize`, `fontlabel` | \n",
- "Same as for graphs; affects the edge label. | \n",
- "-- | \n",
- "
\n",
- "\n",
- "`color` | \n",
- "Colour of the edge (not its label). | \n",
- "RGB\tHSV or colour name (`black`, `blue`...) | \n",
- "
\n",
- "\n",
- "`constraint` | \n",
- "Works for `dot` only.\n",
- "\n",
- "If `false`, the edge is not used in ranking the nodes. As a result, child and parent may be in the same ranking level. A visual example is in https://www.graphviz.org/doc/info/attrs.html#d:constraint | \n",
- "`\"true\"` or `\"false\"` | \n",
- "
\n",
- "\n",
- "`arrowhead` | \n",
- "Style of `arrowhead`. Check https://www.graphviz.org/doc/info/attrs.html#k:arrowType To see all types available | \n",
- "`string`. E.g.: `\"open\"`, `\"vee\"`, `\"diamond\"`... | \n",
- "
\n",
- "\n",
- "`arrowsize` | \n",
- "Proportion of size of head relative to `penwidth` | \n",
- "`double` | \n",
- "
\n",
- "
\n"
+ "\n",
+ " \n",
+ " `height` | \n",
+ " Height of the canvas. | \n",
+ " `string` with value either in percentages (`\"100%\"`) or pixels (`\"400px\"`) | \n",
+ "
\n",
+ " \n",
+ " `width` | \n",
+ " Width of the canvas. | \n",
+ " `string` with value either in percentages (`\"100%\"`) or pixels (`\"400px\"`) | \n",
+ "
\n",
+ " \n",
+ " `directed` | \n",
+ " Whether or not to use a directed graph. | \n",
+ " `\"True\"` or `\"False\"` | \n",
+ "
\n",
+ " \n",
+ " `notebook` | \n",
+ " Whether or not using Jupyter notebook. | \n",
+ " `\"True\"` or `\"False\"` | \n",
+ "
\n",
+ " \n",
+ " `bgcolor` | \n",
+ " Background colour of the canvas. | \n",
+ " RGB, HSV or colour name (`black`, `blue` ...) | \n",
+ "
\n",
+ " \n",
+ " `font_color` | \n",
+ " Colour of the node labels text. | \n",
+ " `\"False\"` or RGB, HSV or colour name (`black`, `blue` ...) If RGB HSV or colour name is given, plot will ignore subsequent font colour settings in node. To avoid this, value can be set to `\"False\"`. | \n",
+ "
\n",
+ " \n",
+ " `heading` | \n",
+ " Heading for the overall graph. | \n",
+ " `string` | \n",
+ "
\n",
+ " \n",
+ " `cdn_resources` | \n",
+ " Where to pull resources for css and js files. | \n",
+ " `local` to pull resources from local lib folder, `in_line` to insert lib resources as inline script tags or `remote` to pull resources from hash checked cdns. When set to `local` with `notebook=True`, Jupyter notebook has issues displaying graphics on Chrome/Safari. Use `cdn_resources=\"in_line\"` or `cdn_resources=\"remote\"` instead. | \n",
+ "
\n",
+ "\n",
+ ""
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
- "#### Main Node Attributes"
+ "#### Main Node Attributes\n",
+ "\n",
+ "\n",
- "Attribute | \n",
- "Description | \n",
- "Values | \n",
- "\n",
- "`pos` | \n",
- "Controls the position of a specific node.\n",
- "\n",
- "For `dot`: it has NO EFFECT | \n",
- "- `\"x,y\"` for setting the node's initial position to (x,y). This position is modified until the convergence of the algorithm\n",
- "- `\"x,y!\"` to totally fix the position of the node at (x,y) | \n",
- "
\n",
- "\n",
- "`shape` | \n",
- "The shape of the node, a variaty of choices is available.\n",
- "\n",
- "Check https://www.graphviz.org/doc/info/shapes.html#polygon | \n",
- "`string` | \n",
- "
\n",
- "\n",
- "`image` | \n",
- "Upload an image to be used as a node.\n",
- "\n",
- "N.B.: Use the attributes `imagescale`, and `imagepos` to have more control over the image in the node. See https://www.graphviz.org/doc/info/attrs.html#d:imagepos | \n",
- "Path to the image | \n",
- "
\n",
- "\n",
- "`style` | \n",
- "Information about the node style, whether it is filled, the border is dashed…\n",
- "\n",
- "Check https://www.graphviz.org/doc/info/attrs.html#k:style | \n",
- "One of: `solid`, `dashed`, `dotted`, `bold`, `rounded`, `diagonals`, `filled`, `striped`, `wedged` | \n",
- "
\n",
- "\n",
- "`fixedsize` | \n",
- "If false, the node width and height will be changed so that the label fits inside the node. If true, width and height attributes control this completely.\n",
- "\n",
- "Check https://www.graphviz.org/doc/info/attrs.html#d:fixedsize for details | \n",
- "`\"true\"` or `\"false\"` | \n",
- "
\n",
- "\n",
- "`width` | \n",
- "Width of node. \n",
- "\n",
- "If `fixedsize` is `false`, this is the minimal width. | \n",
- "`double` | \n",
- "
\n",
- "\n",
- "`height` | \n",
- "Height of node. \n",
- "If fixed size is false, this is the minimal height. | \n",
- "`double` | \n",
- "
\n",
- "\n",
- "`regular` | \n",
- "If regular is true, width and height are set to the same value. | \n",
- "`\"true\"` or `\"false\"` | \n",
- "
\n",
- "\n",
- "`penwidth` | \n",
- "Specifies the width of the pen, in points, used to the boundaries of node. | \n",
- "`double` | \n",
- "
\n",
- "\n",
- "`color` | \n",
- "Colour the node boundary. Check https://graphviz.gitlab.io/_pages/doc/info/colors.html to see all options | \n",
- "RGB, HSV or colour name (`black`, `blue`, `red`...) | \n",
- "
\n",
- "\n",
- "`fillcolor` | \n",
- "Colour inside the node. | \n",
- "RGB, HSV or colour name (`black`, `blue`, `red`...) | \n",
- "
\n",
- "\n",
- "`label` | \n",
- "Label for the node. If not specified, the node name is used as label. \n",
- "\n",
- "N.B.: We can write rich text by writing the node in HTML. The guide to do so is here https://www.graphviz.org/doc/info/shapes.html#html | \n",
- "`string` | \n",
- "
\n",
- "\n",
- "`labelloc` | \n",
- "Label position inside the node: bottom, top or centre. | \n",
- "`b`, `t` or `c` | \n",
- "
\n",
- "\n",
- "`fontcolor, fontsize, fontlabel` | \n",
- "Same as for graphs; affects the node label. | \n",
- " | \n",
- "
\n",
- "
\n"
+ "\n",
+ " \n",
+ " `arrows` | \n",
+ " To draw an arrow with default settings or with customisations | \n",
+ " `string` (e.g. \"to, from, middle\" or \"to; from\") to use default settings `object` to use with customisations | \n",
+ "
\n",
+ " \n",
+ " `arrows.to`, `arrows.middle`, `arrows.from` | \n",
+ " To set the location and size of the arrowhead. | \n",
+ " If set to `True`, arrowhead will be set to the corresponding side of edge with default settings. For customisation, supply dictionary of parameters like `enabled` to toggle arrow on or off, `scaleFactor` to change size or `type` to select preferred endpoint. | \n",
+ "
\n",
+ " \n",
+ " `endPointOffset` | \n",
+ " To adjust the endpoints of the arrows. | \n",
+ " Supply dictionary of parameters like `from` and `to` to adjust endpoint nearer/further away from node's midpoint | \n",
+ "
\n",
+ " \n",
+ " `color` | \n",
+ " Colour of the edge. | \n",
+ " RGB HSV or colour name. \n",
+ " If further customisations like `highlight` or `opacity` is required, supply dictionary. | \n",
+ "
\n",
+ " \n",
+ " `length` | \n",
+ " Spring length of edge. | \n",
+ " `double` | \n",
+ "
\n",
+ " \n",
+ " `value` | \n",
+ " Width of edge to allow edges to be scaled accordingly. | \n",
+ " `double` | \n",
+ "
\n",
+ " \n",
+ " `width` | \n",
+ " Width of edge. | \n",
+ " `double` If `value` is supplied, edges' width will be scaled using that instead. | \n",
+ "
\n",
+ " \n",
+ " `label` | \n",
+ " Label of edge. | \n",
+ " `string` | \n",
+ "
\n",
+ " \n",
+ " `font` | \n",
+ " Font information of the edge labels. | \n",
+ " `string` in shorthand form of `\"size face color\"` (e.g., `\"14px arial red\"`) or an object with keys `size`, `face`, `color` etc can be specified. | \n",
+ "
\n",
+ " \n",
+ " `dashes` | \n",
+ " When set to `True`, the edge will be drawn as a dashed line. | \n",
+ " `boolean` | \n",
+ "
\n",
+ "\n",
+ ""
]
},
{
@@ -692,90 +824,86 @@
"source": [
"#### Example of changing parameters\n",
"\n",
- "As an example of how much of the visualisation can be customised, we use almost almost all the attributes from the table above to modify the visualisation. The result is purposely not pleasing, but shows how to obtain a very high level of control over the image."
+ "As an example of how much of the visualisation can be customised, we use almost almost all the attributes from the table above to modify the visualisation. The result is purposely not pleasing, but shows how to obtain a very high level of control over the plot."
]
},
{
"cell_type": "code",
- "execution_count": 7,
+ "execution_count": 11,
"metadata": {},
"outputs": [
{
"data": {
- "image/jpeg": 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