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Copy pathBiNN_separate_single.py
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135 lines (120 loc) · 4.97 KB
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"""
Inspired by NTN, a Neural network model with bilinear layer,
simplified version as single layer
separate multiplication and addition embeddings
"""
import numpy as np
import cPickle
from matrixTool import transMultiply
from matrixTool import TensorOuterFull
from MultiClassCF import MCCF, softmaxOutput, softmaxGradient
import copy
class BiNNSeparateSingle(MCCF):
def __init__(self):
MCCF.__init__(self)
# instantiate hyperparameters #
self.d = 0
# paras_predefined #
self.W1bi = None
self.B1 = None
# paras_ascome #
self.u = {}
self.v = {}
# paras_ascome default #
self.u_avg = None
self.v_avg = None
# results storage #
self.logfilename = "logs/BiNNSeparateSingle"
self.modelconfigurefile = "modelconfigures/BiNNSeparateSingle_config"
def set_model_hyperparameters(self, model_hyperparameters):
if len(model_hyperparameters) != 1:
raise ValueError("number of hyperparameters wrong")
self.d = model_hyperparameters[0]
def basicInitialize(self):
self.W1bi = np.random.normal(0.0, self.SCALE, size = (self.L, self.d, self.d))
self.B1 = np.random.normal(0.0, self.SCALE, size = self.L)
# ### test ###
# # reduce to MultiMA #
# self.W1bi[:,:,:] = 0.0
# self.B1[:] = 0.0
return self
def initialize(self, uid, iid, predict = False):
if uid not in self.u:
if predict:
self.u[uid] = copy.deepcopy(self.u_avg)
else:
self.u[uid] = [np.random.normal(0.0, self.SCALE, size = self.d), np.random.normal(0.0, self.SCALE, size = self.L)]
if iid not in self.v:
if predict:
self.v[iid] = copy.deepcopy(self.v_avg)
else:
self.v[iid] = [np.random.normal(0.0, self.SCALE, size = self.d), np.random.normal(0.0, self.SCALE, size = self.L)]
return self
def update(self, instance):
uid, iid, lid = instance
## calculate single gradient ##
# intermediate #
L1 = self._L1(uid, iid)
L1grad = softmaxGradient(L1, lid)
# gradient #
delt_W1bi = TensorOuterFull([L1grad, self.u[uid][0], self.v[iid][0]])
delt_B1 = L1grad * 1.0
delt_u_1 = L1grad * 1.0
delt_v_1 = L1grad * 1.0
delt_u_0 = np.tensordot(a = L1grad, axes = (0,0),
b = np.tensordot(self.W1bi, self.v[iid][0], axes=(-1,0)))
delt_v_0 = np.tensordot(a = L1grad, axes = (0,0),
b = np.tensordot(self.W1bi, self.u[uid][0], axes=(-2,0)))
# update #
self.W1bi += (self.SGDstep * (delt_W1bi - self.lamda * self.W1bi))
self.B1 += (self.SGDstep * (delt_B1 - self.lamda * self.B1))
self.u[uid][0] += (self.SGDstep * (delt_u_0 - self.lamda * self.u[uid][0]))
self.v[iid][0] += (self.SGDstep * (delt_v_0 - self.lamda * self.v[iid][0]))
self.u[uid][1] += (self.SGDstep * (delt_u_1 - self.lamda * self.u[uid][1]))
self.v[iid][1] += (self.SGDstep * (delt_v_1 - self.lamda * self.v[iid][1]))
# ### test ###
# # reduce to MultiMA #
# self.W1bi[:,:,:] = 0.0
self.B1[:] = 0.0
return self
def averageEmbedding(self):
self.u_avg = [np.mean(np.array([u[i] for u in self.u.values()]), axis=0) for i in range(2)]
self.v_avg = [np.mean(np.array([v[i] for v in self.v.values()]), axis=0) for i in range(2)]
def predict(self, uid, iid, distribution = True):
self.initialize(uid, iid, predict = True)
L1 = self._L1(uid, iid)
return softmaxOutput(L1, distribution = distribution)
def modelconfigStore(self, modelconfigurefile=None):
if modelconfigurefile is None:
modelconfigurefile = self.modelconfigurefile
paras = {
"W1bi": self.W1bi,
"B1": self.B1,
"u": self.u,
"v": self.v,
"u_avg": self.u_avg,
"v_avg": self.v_avg
}
with open(modelconfigurefile, "w") as f:
cPickle.dump(paras, f)
def modelconfigLoad(self, modelconfigurefile=None):
if modelconfigurefile is None:
modelconfigurefile = self.modelconfigurefile
with open(modelconfigurefile, "r") as f:
paras = cPickle.load(f)
# write to model parameters #
self.W1bi = paras["W1bi"]
self.B1 = paras["B1"]
self.u = paras["u"]
self.v = paras["v"]
self.u_avg = paras["u_avg"]
self.v_avg = paras["v_avg"]
self.L = self.W1bi.shape[0]
print "model successfully loaded from " + modelconfigurefile
def _L1(self, uid, iid):
bi = np.tensordot(a = self.u[uid][0], axes = (0,-1),
b = np.tensordot(a = self.v[iid][0], axes = (0,-1),
b = self.W1bi))
lu = self.u[uid][1]
lv = self.v[iid][1]
return (bi + lu + lv + self.B1)