Please note the minor changes to the optimiser
call signature since 0.0.11
, details below.
Freelunch is a convenient python implementation of a number of meta-heuristic optimisation (with an 's') algorithms.
--NEW and EXCITING---
freelunch.PAO
(pronounced POW)Your favourite not in the list? Feel free to add it.
freelunch.DE
freelunch.SA
freelunch.PSO
freelunch.KrillHerd
freelunch.SADE
freelunch.QPSO
--Coming soon to 0.1.0--
Tier list: TBA
Install with pip (req. numpy
).
pip install freelunch
Create instances of your favourite meta-heuristics!
import freelunch
opt = freelunch.DE(my_objective_function, bounds=my_bounds) # Differential evolution
Where,
obj
: objective function that excepts a single argument, the trial vector x
, and returns float
or None
. i.e. obj(x) -> float or None
bounds
: Iterable bounds for elements of x
i.e. bounds [[lower, upper]]*len(sol)
where: (sol[i] <= lower) -> bool
and (sol[i] >= upper) -> bool
.
Run by calling the instance. There are several different calling signatures. Use any combination of the arguments below to suit your needs!
To return the best solution only:
quick_result = opt() # (D,)
To return optimum after n_runs
:
best_of_nruns = opt(n_runs=n) # (D,)
To return optimum after n_runs
in parallel (uses multiprocessing.Pool
), see note below.:
best_of_nruns = opt(n_runs=n, n_workers=w, pool_args={}, chunks=1) # (D,)
Return best m
solutions in np.ndarray
:
best_m = opt(n_return=m) # (D, m)
Return json
friendly dict
with fun metadata!
full_output = opt(full_output=True)
# {
# 'optimiser':'DE',
# 'hypers':...,
# 'bounds':...,
# 'nruns':nruns,
# 'nfe':1234,
# 'solutions':[sol1, sol2, ..., solm*n_runs], # All solutions from all runs sorted by fitness
# 'scores':[fit1, fit2, ..., fitm*n_runs]
# }
Want to change things around?
Custom initialisation strategies can be supplied by altering the optimiser.initialiser
attribute of any optimiser instance. For example:
opt = fr.DE(obj, ...)
def my_initialiser(bounds, N, **hypers):
'Custom population initialisation'
# Remember to return and interable of length N
population = ... # custum logic
return population
Additionally, some examples of common initialisation strategies can be found in the freelunch.tech
module.
The simplest way to do this is to overwrite the optimiser.bounder
attribute. There are a number of ready made strategies in freelunch.tech
or alternatively define a custom method with the following call signature.
opt = fr.DE(obj, ...)
def my_bounder(p, bounds, **hypers):
'''custom bounding method'''
p.dna = ... # custom bounding logic
opt.bounder = my_bounder # overwrite the bounder attribute
# and then call as before
x_optimised = opt()
Check out the hyperparameters and set your own, (defaults set automatically):
print(opt.hyper_definitions)
# {
# 'N':'Population size (int)',
# 'G':'Number of generations (int)',
# 'F':'Mutation parameter (float in [0,1])',
# 'Cr':'Crossover probability (float in [0,1])'
# }
print(opt.hyper_defaults)
# {
# 'N':100,
# 'G':100,
# 'F':0.5,
# 'Cr':0.2
# }
opt.hypers.update({'N':300})
print(opt.hypers)
# {
# 'N':300,
# 'G':100,
# 'F':0.5,
# 'Cr':0.2
# }
Access from freelunch.benchmarks
for example:
bench = freelunch.benchmarks.ackley(n=2) # Instanciate a 2D ackley benchmark function
fit = bench(sol) # evaluate by calling
bench.bounds # [[-10, 10],[-10, 10]]
bench.optimum # [0, 0]
bench.f0 # 0.0
Because multiprocessing.Pool
relies on multiprocessing.forking.pickle
to send code to parallel processes, it is imperative that anything passed to the freelunch optimisers can be pickled. For example, the following common python pattern for producing an objective function with a single argument,
method = ... # some methods / args that are requred by the objective function
args =
def wrap_my_obj(method, args):
def _obj(x):
return method(args, x)
return _obj
obj = wrap_my_obj(method, args)
cannot be pickled because _obj
is not importable from the top level module scope and will raise freelunch.util.UnpicklableObjectiveFunction
. Instead consider using functools.partial
i.e.
from functools import partial
method = ... # some methods / args that are requred by the objective function
args = ...
def _obj(method, args, x):
return method(args, x)
obj = partial(_obj, method, args)