examples/example_13_post_processing/main.py
def add_exploration(traj):
    """Explores different values of `I` and `tau_ref`."""

    print('Adding exploration of I and tau_ref')

    explore_dict = {'neuron.I': np.arange(0, 1.01, 0.01).tolist(),
                    'neuron.tau_ref': [5.0, 7.5, 10.0]}

    explore_dict = cartesian_product(explore_dict, ('neuron.tau_ref', 'neuron.I'))
    # The second argument, the tuple, specifies the order of the cartesian product,
    # The variable on the right most side changes fastest and defines the
    # 'inner for-loop' of the cartesian product

    traj.f_explore(explore_dict)
def add_exploration(traj):
    print('Adding exploration of I and tau_ref')

    explore_dict = {'neuron.I': np.arange(0, 1.01, 0.01).tolist(),
                    'neuron.tau_ref': [5.0, 7.5, 10.0]}

    explore_dict = cartesian_product(explore_dict, ('neuron.tau_ref', 'neuron.I'))
    # The second argument, the tuple, specifies the order of the cartesian product,
    # The variable on the right most side changes fastest and defines the
    # 'inner for-loop' of the cartesian product

    traj.f_explore(explore_dict)
def add_exploration ( traj ) : print ( 'Adding exploration of I and tau_ref' ) explore_dict = { 'neuron.I' : np . arange ( 0 , 1.01 , 0.01 ) . tolist ( ) , 'neuron.tau_ref' : [ 5.0 , 7.5 , 10.0 ] } explore_dict = cartesian_product ( explore_dict , ( 'neuron.tau_ref' , 'neuron.I' ) ) # The second argument, the tuple, specifies the order of the cartesian product, # The variable on the right most side changes fastest and defines the # 'inner for-loop' of the cartesian product traj . f_explore ( explore_dict )
Explores different values of `I` and `tau_ref`.
Explores different values of I and tau_ref .