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Project description
Puan DB Python Client
Install
pip install puan-db-python
A quick what-is-dis
A Python library for connecting to a puan-db
instance. Puan DB is a logical reasoning database which draws conclusions from a model and finds combinations which satisfies a model while minimizing/maximizing some objective function.
There are two types of variables to keep in mind:
- Primitives. These are defined by an ID given by you, and a lower and upper bound representing which integer values this variable may take in the future. The bound is a complex number so a boolean variable
x
would be declared with the bound0+1j
, or just1j
, as suchmodel.set_primitive("x", 1j)
- Composites. These are created using one or more other primitives or composites as a connecter between them. For instance, an OR-connector is defined as
model.set_or(["x","y","z"])
.
Example
import puan_db_python
# Connect to back end
client = puan_db_python.PuanClient(
host="localhost",
port=50051,
ssl=False,
)
# Select or create a model
model = client.create(id="test", password="test")
# Set some primitive variables
model.set_primitives(["x","y","z"])
# And a composite
id = model.set_atleast(["x","y","z"], 1, alias="A")
# Same one could be set instead by
other_id = model.set_or(["x","y","z"], alias="A")
assert id == other_id
# If you forget the id but remember the alias, there's a pointer to it
forgot_id = model.id_from_alias("A")
assert (id == forgot_id) and (forgot_id == other_id)
# Now we can do some propagation to verify some values.
# For instance, if x is 1, then A should be true as well.
# Note that you must give the ID and not the alias when getting its value
model.propagate({"x": 1+1j}).get(id) == 1+1j
# Or maybe we want to find a combination that trying
# to not include x and even more not y, such that (x or y or z) must be true.
# Note that we can send in multiple "objectives" and there's one solution returned
# by each objective
solutions = model.solve(
objectives=[
{
"x": -1,
"y": -2,
}
],
assume={id: 1+1j},
solver=puan_db_python.Solver.GLPK,
)
# Modify the model and compute on it's sub system
# Sub function cuts away the top of the given id's and make them as roots
# This is a stupid example, since it will just leave the graph as is
sub_model = model.sub([id])
# ... do something
sub_model.propagate({"x": 1+1j})
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