Source code for spack.graph

# Copyright 2013-2021 Lawrence Livermore National Security, LLC and other
# Spack Project Developers. See the top-level COPYRIGHT file for details.
# SPDX-License-Identifier: (Apache-2.0 OR MIT)

r"""Functions for graphing DAGs of dependencies.

This file contains code for graphing DAGs of software packages
(i.e. Spack specs).  There are two main functions you probably care

graph_ascii() will output a colored graph of a spec in ascii format,
kind of like the graph git shows with "git log --graph", e.g.::

    o  mpileaks
    | |\
    | o |  callpath
    |/| |
    | |\|
    | |\ \
    | | |\ \
    | | | | o  adept-utils
    | |_|_|/|
    |/| | | |
    o | | | |  mpi
     / / / /
    | | o |  dyninst
    | |/| |
    |/|/| |
    | | |/
    | o |  libdwarf
    |/ /
    o |  libelf
    o  boost

graph_dot() will output a graph of a spec (or multiple specs) in dot

Note that ``graph_ascii`` assumes a single spec while ``graph_dot``
can take a number of specs as input.

import sys
from heapq import heapify, heappop, heappush

from llnl.util.tty.color import ColorStream

from spack.dependency import all_deptypes, canonical_deptype

__all__ = ['topological_sort', 'graph_ascii', 'AsciiGraph', 'graph_dot']

[docs]def topological_sort(spec, reverse=False, deptype='all'): """Topological sort for specs. Return a list of dependency specs sorted topologically. The spec argument is not modified in the process. """ deptype = canonical_deptype(deptype) # Work on a copy so this is nondestructive. spec = spec.copy(deps=deptype) nodes = spec.index(deptype=deptype) parents = lambda s: [p for p in s.dependents() if in nodes] children = lambda s: s.dependencies() if reverse: parents, children = children, parents topo_order = [] par = dict((name, parents(nodes[name])) for name in nodes.keys()) remaining = [name for name in nodes.keys() if not parents(nodes[name])] heapify(remaining) while remaining: name = heappop(remaining) topo_order.append(name) node = nodes[name] for dep in children(node): par[].remove(node) if not par[]: heappush(remaining, if any(par.get(, []) for s in spec.traverse()): raise ValueError("Spec has cycles!") else: return topo_order
def find(seq, predicate): """Find index in seq for which predicate is True. Searches the sequence and returns the index of the element for which the predicate evaluates to True. Returns -1 if the predicate does not evaluate to True for any element in seq. """ for i, elt in enumerate(seq): if predicate(elt): return i return -1 # Names of different graph line states. We record previous line # states so that we can easily determine what to do when connecting. states = ('node', 'collapse', 'merge-right', 'expand-right', 'back-edge') NODE, COLLAPSE, MERGE_RIGHT, EXPAND_RIGHT, BACK_EDGE = states
[docs]class AsciiGraph(object): def __init__(self): # These can be set after initialization or after a call to # graph() to change behavior. self.node_character = 'o' self.debug = False self.indent = 0 self.deptype = all_deptypes # These are colors in the order they'll be used for edges. # See llnl.util.tty.color for details on color characters. self.colors = 'rgbmcyRGBMCY' # Internal vars are used in the graph() function and are # properly initialized there. self._name_to_color = None # Node name to color self._out = None # Output stream self._frontier = None # frontier self._nodes = None # dict from name -> node self._prev_state = None # State of previous line self._prev_index = None # Index of expansion point of prev line def _indent(self): self._out.write(self.indent * ' ') def _write_edge(self, string, index, sub=0): """Write a colored edge to the output stream.""" # Ignore empty frontier entries (they're just collapsed) if not self._frontier[index]: return name = self._frontier[index][sub] edge = "@%s{%s}" % (self._name_to_color[name], string) self._out.write(edge) def _connect_deps(self, i, deps, label=None): """Connect dependencies to existing edges in the frontier. ``deps`` are to be inserted at position i in the frontier. This routine determines whether other open edges should be merged with <deps> (if there are other open edges pointing to the same place) or whether they should just be inserted as a completely new open edge. Open edges that are not fully expanded (i.e. those that point at multiple places) are left intact. Parameters: label -- optional debug label for the connection. Returns: True if the deps were connected to another edge (i.e. the frontier did not grow) and False if the deps were NOT already in the frontier (i.e. they were inserted and the frontier grew). """ if len(deps) == 1 and deps in self._frontier: j = self._frontier.index(deps) # convert a right connection into a left connection if i < j: self._frontier.pop(j) self._frontier.insert(i, deps) return self._connect_deps(j, deps, label) collapse = True if self._prev_state == EXPAND_RIGHT: # Special case where previous line expanded and i is off by 1. self._back_edge_line([], j, i + 1, True, label + "-1.5 " + str((i + 1, j))) collapse = False else: # Previous node also expanded here, so i is off by one. if self._prev_state == NODE and self._prev_index < i: i += 1 if i - j > 1: # We need two lines to connect if distance > 1 self._back_edge_line([], j, i, True, label + "-1 " + str((i, j))) collapse = False self._back_edge_line([j], -1, -1, collapse, label + "-2 " + str((i, j))) return True elif deps: self._frontier.insert(i, deps) return False def _set_state(self, state, index, label=None): if state not in states: raise ValueError("Invalid graph state!") self._prev_state = state self._prev_index = index if self.debug: self._out.write(" " * 20) self._out.write("%-20s" % ( str(self._prev_state) if self._prev_state else '')) self._out.write("%-20s" % (str(label) if label else '')) self._out.write("%s" % self._frontier) def _back_edge_line(self, prev_ends, end, start, collapse, label=None): """Write part of a backwards edge in the graph. Writes single- or multi-line backward edges in an ascii graph. For example, a single line edge:: | | | | o | | | | |/ / <-- single-line edge connects two nodes. | | | o | Or a multi-line edge (requires two calls to back_edge):: | | | | o | | |_|_|/ / <-- multi-line edge crosses vertical edges. |/| | | | o | | | | Also handles "pipelined" edges, where the same line contains parts of multiple edges:: o start | |_|_|_|/| |/| | |_|/| <-- this line has parts of 2 edges. | | |/| | | o o Arguments: prev_ends -- indices in frontier of previous edges that need to be finished on this line. end -- end of the current edge on this line. start -- start index of the current edge. collapse -- whether the graph will be collapsing (i.e. whether to slant the end of the line or keep it straight) label -- optional debug label to print after the line. """ def advance(to_pos, edges): """Write edges up to <to_pos>.""" for i in range(self._pos, to_pos): for e in edges(): self._write_edge(*e) self._pos += 1 flen = len(self._frontier) self._pos = 0 self._indent() for p in prev_ends: advance(p, lambda: [("| ", self._pos)]) advance(p + 1, lambda: [("|/", self._pos)]) if end >= 0: advance(end + 1, lambda: [("| ", self._pos)]) advance(start - 1, lambda: [("|", self._pos), ("_", end)]) else: advance(start - 1, lambda: [("| ", self._pos)]) if start >= 0: advance(start, lambda: [("|", self._pos), ("/", end)]) if collapse: advance(flen, lambda: [(" /", self._pos)]) else: advance(flen, lambda: [("| ", self._pos)]) self._set_state(BACK_EDGE, end, label) self._out.write("\n") def _node_line(self, index, name): """Writes a line with a node at index.""" self._indent() for c in range(index): self._write_edge("| ", c) self._out.write("%s " % self.node_character) for c in range(index + 1, len(self._frontier)): self._write_edge("| ", c) self._out.write(" %s" % name) self._set_state(NODE, index) self._out.write("\n") def _collapse_line(self, index): """Write a collapsing line after a node was added at index.""" self._indent() for c in range(index): self._write_edge("| ", c) for c in range(index, len(self._frontier)): self._write_edge(" /", c) self._set_state(COLLAPSE, index) self._out.write("\n") def _merge_right_line(self, index): """Edge at index is same as edge to right. Merge directly with '\'""" self._indent() for c in range(index): self._write_edge("| ", c) self._write_edge("|", index) self._write_edge("\\", index + 1) for c in range(index + 1, len(self._frontier)): self._write_edge("| ", c) self._set_state(MERGE_RIGHT, index) self._out.write("\n") def _expand_right_line(self, index): self._indent() for c in range(index): self._write_edge("| ", c) self._write_edge("|", index) self._write_edge("\\", index + 1) for c in range(index + 2, len(self._frontier)): self._write_edge(" \\", c) self._set_state(EXPAND_RIGHT, index) self._out.write("\n")
[docs] def write(self, spec, color=None, out=None): """Write out an ascii graph of the provided spec. Arguments: spec -- spec to graph. This only handles one spec at a time. Optional arguments: out -- file object to write out to (default is sys.stdout) color -- whether to write in color. Default is to autodetect based on output file. """ if out is None: out = sys.stdout if color is None: color = out.isatty() self._out = ColorStream(out, color=color) # We'll traverse the spec in topo order as we graph it. topo_order = topological_sort(spec, reverse=True, deptype=self.deptype) # Work on a copy to be nondestructive spec = spec.copy() self._nodes = spec.index() # Colors associated with each node in the DAG. # Edges are colored by the node they point to. self._name_to_color = dict((name, self.colors[i % len(self.colors)]) for i, name in enumerate(topo_order)) # Frontier tracks open edges of the graph as it's written out. self._frontier = [[]] while self._frontier: # Find an unexpanded part of frontier i = find(self._frontier, lambda f: len(f) > 1) if i >= 0: # Expand frontier until there are enough columns for all # children. # Figure out how many back connections there are and # sort them so we do them in order back = [] for d in self._frontier[i]: b = find(self._frontier[:i], lambda f: f == [d]) if b != -1: back.append((b, d)) # Do all back connections in sorted order so we can # pipeline them and save space. if back: back.sort() prev_ends = [] collapse_l1 = False for j, (b, d) in enumerate(back): self._frontier[i].remove(d) if i - b > 1: collapse_l1 = any(not e for e in self._frontier) self._back_edge_line( prev_ends, b, i, collapse_l1, 'left-1') del prev_ends[:] prev_ends.append(b) # Check whether we did ALL the deps as back edges, # in which case we're done. pop = not self._frontier[i] collapse_l2 = pop if collapse_l1: collapse_l2 = False if pop: self._frontier.pop(i) self._back_edge_line( prev_ends, -1, -1, collapse_l2, 'left-2') elif len(self._frontier[i]) > 1: # Expand forward after doing all back connections if (i + 1 < len(self._frontier) and len(self._frontier[i + 1]) == 1 and self._frontier[i + 1][0] in self._frontier[i]): # We need to connect to the element to the right. # Keep lines straight by connecting directly and # avoiding unnecessary expand/contract. name = self._frontier[i + 1][0] self._frontier[i].remove(name) self._merge_right_line(i) else: # Just allow the expansion here. name = self._frontier[i].pop(0) deps = [name] self._frontier.insert(i, deps) self._expand_right_line(i) self._frontier.pop(i) self._connect_deps(i, deps, "post-expand") # Handle any remaining back edges to the right j = i + 1 while j < len(self._frontier): deps = self._frontier.pop(j) if not self._connect_deps(j, deps, "back-from-right"): j += 1 else: # Nothing to expand; add dependencies for a node. name = topo_order.pop() node = self._nodes[name] # Find the named node in the frontier and draw it. i = find(self._frontier, lambda f: name in f) self._node_line(i, name) # Replace node with its dependencies self._frontier.pop(i) deps = node.dependencies(self.deptype) if deps: deps = sorted(( for d in deps), reverse=True) self._connect_deps(i, deps, "new-deps") # anywhere. elif self._frontier: self._collapse_line(i)
[docs]def graph_ascii(spec, node='o', out=None, debug=False, indent=0, color=None, deptype='all'): graph = AsciiGraph() graph.debug = debug graph.indent = indent graph.node_character = node if deptype: graph.deptype = canonical_deptype(deptype) graph.write(spec, color=color, out=out)
[docs]def graph_dot(specs, deptype='all', static=False, out=None): """Generate a graph in dot format of all provided specs. Print out a dot formatted graph of all the dependencies between package. Output can be passed to graphviz, e.g.: .. code-block:: console spack graph --dot qt | dot -Tpdf > spack-graph.pdf """ if not specs: raise ValueError("Must provide specs to graph_dot") if out is None: out = sys.stdout deptype = canonical_deptype(deptype) def static_graph(spec, deptype): pkg = spec.package possible = pkg.possible_dependencies( expand_virtuals=True, deptype=deptype) nodes = set() # elements are (node name, node label) edges = set() # elements are (src key, dest key) for name, deps in possible.items(): nodes.add((name, name)) edges.update((name, d) for d in deps) return nodes, edges def dynamic_graph(spec, deptypes): nodes = set() # elements are (node key, node label) edges = set() # elements are (src key, dest key) for s in spec.traverse(deptype=deptype): nodes.add((s.dag_hash(), for d in s.dependencies(deptype=deptype): edge = (s.dag_hash(), d.dag_hash()) edges.add(edge) return nodes, edges nodes = set() edges = set() for spec in specs: if static: n, e = static_graph(spec, deptype) else: n, e = dynamic_graph(spec, deptype) nodes.update(n) edges.update(e) out.write('digraph G {\n') out.write(' labelloc = "b"\n') out.write(' rankdir = "TB"\n') out.write(' ranksep = "1"\n') out.write(' edge[\n') out.write(' penwidth=4') out.write(' ]\n') out.write(' node[\n') out.write(' fontname=Monaco,\n') out.write(' penwidth=4,\n') out.write(' fontsize=24,\n') out.write(' margin=.2,\n') out.write(' shape=box,\n') out.write(' fillcolor=lightblue,\n') out.write(' style="rounded,filled"') out.write(' ]\n') # write nodes out.write('\n') for key, label in nodes: out.write(' "%s" [label="%s"]\n' % (key, label)) # write edges out.write('\n') for src, dest in edges: out.write(' "%s" -> "%s"\n' % (src, dest)) # ensure that roots are all at the top of the plot dests = set([d for _, d in edges]) roots = ['"%s"' % k for k, _ in nodes if k not in dests] out.write('\n') out.write(' { rank=min; %s; }' % "; ".join(roots)) out.write('\n') out.write('}\n')