The gp module provides the methods and classes to perform Genetic Programming with DEAP. It essentially contains the classes to build a Genetic Program Tree, and the functions to evaluate it.
This module support both strongly and loosely typed GP.
Tree spefically formated for optimization of genetic programming operations. The tree is represented with a list where the nodes are appended in a depth-first order. The nodes appended to the tree are required to have an attribute arity which defines the arity of the primitive. An arity of 0 is expected from terminals nodes.
Try to convert a string expression into a PrimitiveTree given a PrimitiveSet pset. The primitive set needs to contain every primitive present in the expression.
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Returns: | PrimitiveTree populated with the deserialized primitives. |
Return the height of the tree, or the depth of the deepest node.
Root of the tree, the element 0 of the list.
Return a slice object that corresponds to the range of values that defines the subtree which has the element with index begin as its root.
Class same as PrimitiveSetTyped, except there is no definition of type.
Add an ephemeral constant to the set.
Add primitive primitive with arity arity to the set. If a name name is provided, it will replace the attribute __name__ attribute to represent/identify the primitive.
Add a terminal to the set.
Class that encapsulates a primitive and when called with arguments it returns the Python code to call the primitive with the arguments.
>>> pr = Primitive("mul", (int, int), int)
>>> pr.format(1, 2)
'mul(1, 2)'
Class that encapsulates terminal primitive in expression. Terminals can be values or 0-arity functions.
Class that encapsulates a terminal which value is set when the object is created. To mutate the value, a new object has to be generated. This is an abstract base class. When subclassing, a staticmethod ‘func’ must be defined.
Return a random value used to define the ephemeral state.
Regenerate the ephemeral value.
Compile the expression expr.
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Returns: | a function if the primitive set has 1 or more arguments, or return the results produced by evaluating the tree. |
Compile the expression represented by a list of trees. The first element of the list is the main tree, and the following elements are automatically defined functions (ADF) that can be called by the first tree.
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Returns: | a function if the main primitive set has 1 or more arguments, or return the results produced by evaluating the tree. |
Class that contains the primitives that can be used to solve a Strongly Typed GP problem. The set also defined the researched function return type, and input arguments type and number.
Add an Automatically Defined Function (ADF) to the set.
Parameters: | adfset – PrimitiveSetTyped containing the primitives with which the ADF can be built. |
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Add an ephemeral constant to the set. An ephemeral constant is a no argument function that returns a random value. The value of the constant is constant for a Tree, but may differ from one Tree to another.
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Add a primitive to the set.
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Parma in_types: | list of primitives arguments’ type |
Add a terminal to the set. Terminals can be named using the optional name argument. This should be used : to define named constant (i.e.: pi); to speed the evaluation time when the object is long to build; when the object does not have a __repr__ functions that returns the code to build the object; when the object class is not a Python built-in.
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Rename function arguments with new names from kargs.
Return the ratio of the number of terminals on the number of all kind of primitives.
Construct the graph of a tree expression. The tree expression must be valid. It returns in order a node list, an edge list, and a dictionary of the per node labels. The node are represented by numbers, the edges are tuples connecting two nodes (number), and the labels are values of a dictionary for which keys are the node numbers.
Parameters: | expr – A tree expression to convert into a graph. |
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Returns: | A node list, an edge list, and a dictionary of labels. |
The returned objects can be used directly to populate a pygraphviz graph:
import pygraphviz as pgv
# [...] Execution of code that produce a tree expression
nodes, edges, labels = graph(expr)
g = pgv.AGraph()
g.add_nodes_from(nodes)
g.add_edges_from(edges)
g.layout(prog="dot")
for i in nodes:
n = g.get_node(i)
n.attr["label"] = labels[i]
g.draw("tree.pdf")
or a NetworX graph:
import matplotlib.pyplot as plt
import networkx as nx
# [...] Execution of code that produce a tree expression
nodes, edges, labels = graph(expr)
g = nx.Graph()
g.add_nodes_from(nodes)
g.add_edges_from(edges)
pos = nx.graphviz_layout(g, prog="dot")
nx.draw_networkx_nodes(g, pos)
nx.draw_networkx_edges(g, pos)
nx.draw_networkx_labels(g, pos, labels)
plt.show()
Note
We encourage you to use pygraphviz as the nodes might be plotted out of order when using NetworX.